Order of Operations

Problem 201

Simplify the expression: $9 - 2^{2} + 3 - (7 - 9) =$ (Provide your answer.)

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Problem 202

Calculate $60 \div 2(3+7)$ .

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Problem 203

Calculate the expression using the order of operations: $-4^{2}+6[12 \div(5-9)]$ . What is the result?

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Problem 204

Calculate the expression step-by-step: $\frac{6+5 \cdot 4}{6+7}$ . What is the result?

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Problem 205

Calculate the expression: $12 + 8 \times 7 + 6$ .

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Problem 206

Calculate $3 \cdot 4 \div(4+2)$ .

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Problem 207

Calculate $45 / 5 - (2 \cdot 3)$ .

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Problem 208

Answer the question below, and then fill in the blanks if necessary.
Can the distributive property be used to rewrite $2 \times(9 \div 3)$ ? Yes No If yes, fill in the blanks below. $2 \times(9 \div 3)=$ $\square$ $\square$ $\square$ $\square$

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Problem 209

6) $\left(7 \times 5+6^{2}\right)+2$ 7) $\left(86-6^{2}\right)+(-1+3)$ 8) $(35-5)+2+2^{2}$ 9) $(2+2)^{2}+(10+5)$ 10) $\left(61-5^{2}\right) \div(8+4)$

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Problem 210

Calculate the absolute value: $|5 \cdot 3 - 6 \cdot 9| =$

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Problem 211

Simplify: $-8^{2}-56 \div 7-6=$

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Problem 212

Simplify the expression: $\frac{4+8 \div 4}{1^{6}}$ . Is it A. $\frac{4+8 \div 4}{1^{6}}=$ or B. undefined?

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Problem 213

Calculate: $6 \times(21-12-7)+24 \div 3$

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Problem 214

Calculate $19 + 40 \div 5 - (8 + 5)$ and $19 + 90 \div 3$ .

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Problem 215

Calculate $(34-26) \times 3 - (20-8) \div 6 + 33$ .

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Problem 216

Calculate $6 \times(21-12-7)+24 \div 3$ .

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Problem 217

Joshua bought a game card for \$15. After playing 2 basketball games at \$2.75 each and 3 air hockey rounds at \$1.25 each, how much is left? Options: \$5.50, \$5.75, \$9.25, \$11.00.

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Problem 218

Kyle buys 3 videos at \$10, 2 DVDs at \$15, and 2 CDs at \$25. Find the total cost using an equation.

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Problem 219

Calcular: $7 + (6 \times 5^{2} + 3)$

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Problem 220

Simplify the expression: $(6-4) \cdot 49 \div 7$ .

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Problem 221

Evaluate: $7+(5-9)^{2}+3(16 \div 8)$ . What is the value?

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Problem 222

Luca tried to evaluate an expression. Here is his work: $\begin{aligned} & 8 \cdot 3+28 \div 4-9+5 \\ = & 24+28 \div 4-9+5 \\ = & 52 \div 4-9+5 \\ = & 13-9+5 \\ = & 4+5 \\ = & 9 \end{aligned}$ Step 3 Step 4 Step 5
Is Luca's work correct? No, Luca made a mistake going from Step 1 to Step 2. Luca should have divided 28 by 4 before adding. The order of operations says to divide before you add.
No, Luca made a mistake going from Step 3 to Step 4. Luca should have added 9 and 5 before subtracting. The order of operations says to add before you subtract.
Yes, Luca's work is correct.

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Problem 223

Emilia tried to evaluate an expression. Here is her work: $\begin{aligned} & 170-\left(4+36 \div 2 \cdot 3^{2}\right) \\ = & 170-(4+36 \div 2 \cdot 9) \\ = & 170-(4+36 \div 18) \\ = & 170-(4+2) \\ = & 170-6 \\ = & \text { step } 1 \\ & 164 \end{aligned}$
Is Emilia's work correct?
No, Emilia made a mistake going from Step 1 to Step 2. Emilia should have divided 36 by 2 before multiplying. The order of operations says to multiply and divide from left to right.
No, Emilia made a mistake going from Step 3 to Step 4. Emilia should have subtracted 4 from 170 before adding. The order of operations says to add and subtract from left to right.
Yes, Emilia's work is correct.

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Problem 224

Video
Joey tried to evaluate an expression. Here is his work: $\begin{array}{l} 97-3+5^{3} \div 25 \cdot 2 \cdot 3^{2} \\ =97-3+125 \div 25 \cdot 2 \cdot 9 \text { Stap } 1 \\ =97-3+5 \cdot 2 \cdot 9 \quad \operatorname{siep} 2 \\ =97-3+10 \cdot 9 \quad \operatorname{stap} 3 \\ =97-3+90 \quad \text { Step } 4 \\ =97-93 \text { Stepp } 5 \\ =4 \text { Step } 6 \end{array}$
Is Joey's work correct?
No, Joey made a mistake going from the given expression to Step 1. Joey should have multiplied 2 and 3 instead of evaluating exponents. The order of operations says to multiply before you evaluate exponents.
No, Joey made a mistake going from Step 4 to Step 5. Joey should have subtracted 3 from 97 before adding. The order of operations says to add and subtract from left to right.
Yes, Joey's work is correct. Submit

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Problem 225

43. $-14+(-42)+(-36)$
44. $(2-8)-3$
46. $-13 \cdot 4$
47. $\frac{-90}{9}$
49. $3(-4)+7-8 \div 4$
50. $(8-14) \div 2[4+(-7)]$

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Problem 226

What is the result of $(9+3) \div 2$ ?

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Problem 227

Solve: $36-(4+8) \div 4=$

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Problem 228

Calculate $15 + 24 \div (8 - 2)$ .

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Problem 229

Calculate: $4,509 - 1 \frac{0 \times 4160}{16} + 0 + 9$

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Problem 230

Evaluate the expression.
$8 + 10 + [10 \div (10 \times 8 \div 8)]$

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Problem 231

Evaluate $-6-(-9) \div 3$

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Problem 232

Which expression is equivalent to $\frac{(8 \cdot 10^{-5}) + (6 \cdot 10^{-5})}{5.6 \cdot 10^{-3}}$ ?
A. $2.5 \cdot 10^{-7}$ B. $2.5 \cdot 10^{-2}$ C. $2.5 \cdot 10^{8}$ D. $2.5 \cdot 10^{-8}$

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Problem 233

$3 \cdot 4$

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Problem 234

Another option she has is a lease where the monthly payment is $\$375$ for 4 years and she must make a one-time balloon payment of $\$1,500$ when she trades in the car.
6. What is the total cost of the lease for this car? (Multiply the monthly payment times $12$ times $4$ plus balloon payment)

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Problem 235

2. The table below shows the prices of some snacks at the concession stand. Mark ordered 2 hotdogs, 3 sodas, and a candy bar. The sales tax for the order was $\$0.56$ . He paid with a $\$20$ bill.
| Item | Price | |---|---| | Soda | $\$1.25$ | | Chips | $\$1.00$ | | Hotdog | $\$2.45$ | | Candy
Bar | $\$1.30$ |
2 Hotdogs 3 Sodas 1 candy bar Tax $0.56$ Total amount - 20
How much change should Mark receive from the $\$20$ bill? Show your work. a. $\$9.49$ b. $\$10.64$ c. $\$12.14$ d. $\$14.26$

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Problem 236

$\left(\frac{\frac{1}{4}}{2}\right)^2$

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Problem 237

Calculate the value of $7 + 3 - 5 \times 2 - 12 \div 3$ . What is the result?

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Problem 238

$6 \times 2 =$

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Problem 239

Calculate $6 \div 2(1+2)$ .

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Problem 240

Calculate $9(7-5) \div 3$ .

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Problem 241

Calculate: $5(20-12) \div 4$

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Problem 242

5 An election campaign organizer bought 20,000 buttons to hand out for a candidate. The organizer handed out 14,000 of the buttons before receiving the next shipment of 15,500 buttons. On the day of the election, the organizer handed out another 18,250 buttons. How many buttons were left after the election?

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Problem 243

Fractions Order of operations with fractions: Problem type 2 Try Again Your answer is incorrect. Evaluate. $\frac{3}{4} - \frac{1}{2} \cdot \frac{6}{7}$ Write your answer in simplest form. Try again...

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Problem 244

Evaluate the following expression. $8^3 - 120$

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Problem 245

20 $\frac{4-(4)}{9-3}=\frac{0}{5}=0$

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Problem 246

$90 \times 67 + 5400 = 6030$

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Problem 247

$3,864+7=$

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Problem 248

11) $2 - 17$ + 72

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Problem 249

Fractions Order of operations with fractions: Problem type 2 Evaluate. $\frac{7}{8} + \frac{1}{4} \div \frac{6}{7}$ Write your answer in simplest form.

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Problem 250

Fractions Order of operations with fractions: Problem type 2 Evaluate. $\frac{1}{3} \div \frac{6}{7} - \frac{1}{9}$ Write your answer in simplest form.

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Problem 251

What is the value of the expression? $5.9 * 3+9.01$

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Problem 252

Simplify the following expression. $40 - [3 \times \frac{1}{5} + 2]$ 1.4 37.25 37.7 37.4

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Problem 253

Add together 652.67 and 234.84, then subtract 158.46 . What is the answer?

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Problem 254

Simplify by using the order of operations. $-|-14+7|+|5-9|=$

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Problem 255

Calculate $200 - (19 - 5 + 6)^{2} \div 8$ .

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Problem 256

Find the result of $12 \div 2 + 4$ .

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Problem 257

Calculate the expression: $16 - 4 \div 1 / 4 + 2 =$

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Problem 258

Multiply: $-2 \times 60=$ $\square$ Submit

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Problem 259

2) $28 \div 4 = \square$ $4\overline{)28}$

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Problem 260

1. Según la prioridad de operaciones cuál operación se efectúa primero en la siguiente expresión: $3-6\left(-18+4^{2}\right) \div(-3)$ a) suma b) resta c) producto d) potencia

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Problem 261

is blazing! 2 streak
Don starts to use the standard algorithm to solve $418 \times 5$ . His work is shown below. $\begin{array}{r} 418 \\ \times \quad 5 \\ \hline \quad 0 \end{array}$
What number should Don replace $y$ with? $\square$

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Problem 262

$D = 1 - 2(2-1) + 3(3-1) + 7(7-1) + 9(9-1) + 4(4-1) + 6(6-1) + 1(1-1) + 2(2-1)$

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Problem 263

Your job as a carpenter pays $\$ 20 /$ hour and you worked 40 hours last week. The taxes withheld from your wages were $\$ 83$ federal tax and $\$ 19$ state tax. Your total check is $\qquad$ \$912 \$698 \$810 \$720

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Problem 264

By first rounding both numbers to 1 significant figure, estimate the answer to $14 \times 187$

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Problem 265

8. Yoko buys a pen for $\$1.19$ and 2 paperback books. Each book costs $\$5.95$ . She gives the clerk a 20-dollar bill and receives $\$7.91$ in change. Does she receive the correct amount of change? Justify your answer.

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Problem 266

Paul has(2)bags of Skittles Each bag contains (84) Skittles. If Paul eats (38) Skittles and gives (29) Skittles to each of his two friends, how many Skitiles does Paul have left?

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Problem 267

18. Use Structure Teresa placed parentheses in the expression below so that its value was greater than 80 . Write the expression to show where Teresa might have placed the parentheses. $10.5+9.5 \times 3-1 \times 2.5$

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Problem 268

Evaluate $5+2(8^{0})$ using the order of operations.

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Problem 269

2. Mario vuole comprare un paio di scarpe che costano $117 €$ , avendo a disposizione un buono acquisto da $50 €$ , cinque buoni da $20 €$ , otto da $5 €$ e uno da $1 €$ . Se il valore dei buoni supera il prezzo del prodotto, la differenza non viene rimborsata: Quanti euro del valore dei buoni andranno perduti, come minimo, per pagare interamente le scarpe con i suoi buoni acquisto? (A) 4 (B) 2 (C) 0 (D) 1 (E) 3

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Problem 270

Evaluate. $\frac{7}{9} + \frac{1}{6} \div \frac{3}{7}$ Write your answer in simplest form.

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Problem 271

$A=(22.5 \times 18)+(25 \times 13.75)+(8.5 \times 8.5)$

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Problem 272

Which sign makes the statement true? $(2 \times 3) \times 2 ? 8 \times 2$ > < = Submit

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Problem 273

Calculate: $(34 \cdot 5 - 7 \cdot 2 \cdot 5) \div 4 + 25 - (13 \cdot 4 \div 26 - 32)$

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Problem 274

Calculate the expression: $134 - 5(20 + 12 \div 4 \cdot 3 - 3 \cdot 7) + (120 \div 2 - 12 \cdot 5)$ .

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Problem 275

Calculate the expression: $50 - 1^{2} - (5 - 12)^{2} =$

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Problem 276

For each expression, estimate to decide whether the sum is closer to 400 or 500.
Closer to 400 Closer to 500 $311+198$ $203+200$

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Problem 277

This question has two parts.
Angela makes an error when finding the product of 3 and 42 . Her work is shown. Part A Click on the part of the work where Angela's error first appears. \begin{tabular}{|c|c|} \hline Given & $3 \times 42$ \\ \hline Step 1 & $3 \times(4+2)$ \\ \hline Step 2 & $(3 \times 4)+(3 \times 2)$ \\ \hline \end{tabular}
Part B What is the product of 3 and 42 ?

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Problem 278

8. Write the number 2 in each bracket and evaluate, a) $5(2)=\underline{5 \times 2}=10$ d) $2(\square)+5$ b) $3(2)=3 \times 2=$ $\qquad$ c) $4(\square)=$ $\qquad$ $=$ $\qquad$ $=$ $\qquad$ $\qquad$ e) $4($ $\qquad$ $-2$ $=$ $\qquad$ $=$ $\qquad$ f) $6(\square)+3$ $=\underline{ }=$ $\qquad$

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Problem 279

$6 \cdot 7-\left[6^{2}-(7-11)\right]$

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Problem 280

6. (c) MP. 1 Make Sense and Persevere Teresa bought 3 boxes of chocolate. Each box has 9 pieces of chocolate inside. Teresa gave away 15 pieces of chocolate. How many pieces of chocolate does she have left?

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Problem 281

$\begin{array}{c}1230162 \\ =\frac{361948}{} \\ =\frac{019}{-19} \\ -\frac{12}{2}\end{array}$

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Problem 282

ARK X 0 101 Determine if the expressions equivalent or not if so, what property of operation(s) is used the these two expressions. (4.5) 12
4. (5.12) OP

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Problem 283

Merchant Company purchased land for a building site. The costs associated with the property were: \begin{tabular}{lr} & \\ Purchase price & $\$ 190,000$ \\ Real estate commissions & 16,500 \\ Legal fees & 2,300 \\ Expenses of clearing the land & 3,500 \\ \hline \end{tabular}
What is the total recorded cost of the land?
Multiple Choice \$206,500 \$190,000 \$194,300

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Problem 284

30 shares of stock were purchased for $\$ 35$ per share with a $\$ 6$ commission. What is the total cost of this investment?
Total Cost = \ $[$ \square$
Total Cost $=$ number of shares $\cdot$ price per share + commission ASUS Vivobook

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Problem 285

$\begin{array}{c}2 \square 1 \square 6 \times 6=48 \\ +-x \div\end{array}$

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Problem 286

Calculate $6 \times 8 \div 4 - 2$ .

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Problem 287

Calculate the expression: $(16 \div 8 + 8) - 1$ .

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Problem 288

Calculate the value of the expression: $32-(12-6 \times 2)$ .

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Problem 289

Calculate the result of $12 - 3 \times (5 - 2) \div 3$ .

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Problem 290

Evaluate. $3^{0}=$ $\square$ Submit

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Problem 291

Place the following in order of increasing $I E_{1}$ .
N F As A) $\mathrm{N}<\mathrm{As}<\mathrm{F}$ B) $\mathrm{As}<\mathrm{N}<\mathrm{F}$ C) $\mathrm{F}<\mathrm{N}<\mathrm{As}$ D) $\mathrm{F}<\mathrm{As}<\mathrm{N}$ E) As $<\mathrm{F}<\mathrm{N}$

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Problem 292

You organize an 8-hour training for 6 hourly, local employees. The training is led by the manager who earns a salary of $\$ 60,000$ , and by an assistant manager who earns $\$ 48,000$ . Materials cost is $\$ 25 /$ person and food is $\$ 25 /$ person. If the hourly employees make $\$ 12 /$ hour, what is the cost of this training event?

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Problem 293

The movement of the progress bar may be uneven because questions can be Simplify $(1+3)^{2}-10 \div 2$ .
The solution is

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Problem 294

The movement of the progress bar may be uneven because Simplify $5+20-4^{2}$ . 21 9 17 441

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Problem 295

Calculate: $3(5+2)-4 \div 2$

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Problem 296

Calculate: $2(8-5)+14 \div 7$

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Problem 297

Calculate: $6 + 4 + 3(4 + 1)$

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Problem 298

Calculate $4^{3}-|-8| \cdot 6 \div 16$ .

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Problem 299

Less than -1 $8\left(-\frac{1}{2}\right)$
Equal to -1 $-3\left(\frac{1}{3}\right)$ $-\frac{7}{8}\left(\frac{8}{7}\right)$ Greater than -1 $\frac{4}{5}\left(-\frac{4}{5}\right)$

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Problem 300

Plant assets
22. Property, plant, and equipment are conventionally presented in the balance sheet at A) Replacement cost less accumulated depreciation B) Historical cost less salvage value () Original cost adjusted for general price-level changes D) Histonical cost less depreciated portion thereof
23. On December 1 of the current year, Horton Co purchased a tract of land as a factory site for \ $300,000. The old building on the property was razed, and salvaged materials resulting from demolition were sold. Additional costs incurred and salvage proceeds realized during December were as follows: Cost to raze old building$ $\$ 25,000$ $
Legal fees for purchase contract and to record ownership Title guarantee insurance Proceeds from sale of salvaged materials In Horton's cur atrats 4,000 land? A) $\$ 311,000$ B) $\$ 321,000$ C) $\$ 332,000$ D) $\$ 336,000$
24. During the year just ended, LDTD Co. made the following expenditures related to property acquired for a plant site: Purchase price Legal fies $\$ 300,000$ Costs of preparing the 130,000 $\begin{array}{ll}\text { Tiste esprance and recording fees } & 45,000 \\ & 15,000\end{array}$ Bour mach should be capitalized in the property account? A) $\$ 390,000$ B) $\$ 360,000$ C) 5345,000 D) $\$ 3300000$

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1 2 3 4

Order of Operations

Problem 201

Simplify the expression: 9−22+3−(7−9)=9 - 2^{2} + 3 - (7 - 9) = 9−22+3−(7−9)= (Provide your answer.)

Problem 202

Calculate 60÷2(3+7)60 \div 2(3+7)60÷2(3+7).

Problem 203

Calculate the expression using the order of operations: −42+6[12÷(5−9)]-4^{2}+6[12 \div(5-9)]−42+6[12÷(5−9)]. What is the result?

Problem 204

Calculate the expression step-by-step: 6+5⋅46+7\frac{6+5 \cdot 4}{6+7}6+76+5⋅4​. What is the result?

Problem 205

Calculate the expression: 12+8×7+612 + 8 \times 7 + 612+8×7+6.

Problem 206

Calculate 3⋅4÷(4+2)3 \cdot 4 \div(4+2)3⋅4÷(4+2).

Problem 207

Calculate 45/5−(2⋅3)45 / 5 - (2 \cdot 3)45/5−(2⋅3).

Problem 208

Answer the question below, and then fill in the blanks if necessary.Can the distributive property be used to rewrite 2×(9÷3)2 \times(9 \div 3)2×(9÷3) ? Yes No If yes, fill in the blanks below. 2×(9÷3)=2 \times(9 \div 3)=2×(9÷3)= □\square□ □\square□ □\square□ □\square□

Problem 209

6) (7×5+62)+2\left(7 \times 5+6^{2}\right)+2(7×5+62)+2 7) (86−62)+(−1+3)\left(86-6^{2}\right)+(-1+3)(86−62)+(−1+3) 8) (35−5)+2+22(35-5)+2+2^{2}(35−5)+2+22 9) (2+2)2+(10+5)(2+2)^{2}+(10+5)(2+2)2+(10+5) 10) (61−52)÷(8+4)\left(61-5^{2}\right) \div(8+4)(61−52)÷(8+4)

Problem 210

Calculate the absolute value: ∣5⋅3−6⋅9∣=|5 \cdot 3 - 6 \cdot 9| = ∣5⋅3−6⋅9∣=

Problem 211

Simplify: −82−56÷7−6=-8^{2}-56 \div 7-6=−82−56÷7−6=

Problem 212

Simplify the expression: 4+8÷416\frac{4+8 \div 4}{1^{6}}164+8÷4​. Is it A. 4+8÷416=\frac{4+8 \div 4}{1^{6}}=164+8÷4​= or B. undefined?

Problem 213

Calculate: 6×(21−12−7)+24÷36 \times(21-12-7)+24 \div 36×(21−12−7)+24÷3

Problem 214

Calculate 19+40÷5−(8+5)19 + 40 \div 5 - (8 + 5)19+40÷5−(8+5) and 19+90÷319 + 90 \div 319+90÷3.

Problem 215

Calculate (34−26)×3−(20−8)÷6+33(34-26) \times 3 - (20-8) \div 6 + 33(34−26)×3−(20−8)÷6+33.

Problem 216

Calculate 6×(21−12−7)+24÷36 \times(21-12-7)+24 \div 36×(21−12−7)+24÷3.

Problem 217

Joshua bought a game card for \$15. After playing 2 basketball games at \$2.75 each and 3 air hockey rounds at \$1.25 each, how much is left? Options: \$5.50, \$5.75, \$9.25, \$11.00.

Problem 218

Kyle buys 3 videos at \$10, 2 DVDs at \$15, and 2 CDs at \$25. Find the total cost using an equation.

Problem 219

Calcular: 7+(6×52+3)7 + (6 \times 5^{2} + 3)7+(6×52+3)

Problem 220

Simplify the expression: (6−4)⋅49÷7(6-4) \cdot 49 \div 7(6−4)⋅49÷7.

Problem 221

Evaluate: 7+(5−9)2+3(16÷8)7+(5-9)^{2}+3(16 \div 8)7+(5−9)2+3(16÷8). What is the value?

Problem 222

Problem 223

Problem 224

Problem 225

43. −14+(−42)+(−36)-14+(-42)+(-36)−14+(−42)+(−36)44. (2−8)−3(2-8)-3(2−8)−346. −13⋅4-13 \cdot 4−13⋅447. −909\frac{-90}{9}9−90​49. 3(−4)+7−8÷43(-4)+7-8 \div 43(−4)+7−8÷450. (8−14)÷2[4+(−7)](8-14) \div 2[4+(-7)](8−14)÷2[4+(−7)]

Problem 226

What is the result of (9+3)÷2(9+3) \div 2(9+3)÷2?

Problem 227

Solve: 36−(4+8)÷4=36-(4+8) \div 4=36−(4+8)÷4=

Problem 228

Calculate 15+24÷(8−2)15 + 24 \div (8 - 2)15+24÷(8−2).

Problem 229

Calculate: 4,509−10×416016+0+94,509 - 1 \frac{0 \times 4160}{16} + 0 + 94,509−1160×4160​+0+9

Problem 230

Evaluate the expression.8+10+[10÷(10×8÷8)]8 + 10 + [10 \div (10 \times 8 \div 8)]8+10+[10÷(10×8÷8)]

Problem 231

Evaluate −6−(−9)÷3-6-(-9) \div 3−6−(−9)÷3

Problem 232

Problem 233

3⋅43 \cdot 43⋅4

Problem 234

Problem 235

Problem 236

(142)2\left(\frac{\frac{1}{4}}{2}\right)^2(241​​)2

Problem 237

Calculate the value of 7+3−5×2−12÷37 + 3 - 5 \times 2 - 12 \div 37+3−5×2−12÷3. What is the result?

Problem 238

6×2=6 \times 2 =6×2=

Problem 239

Calculate 6÷2(1+2)6 \div 2(1+2)6÷2(1+2).

Problem 240

Calculate 9(7−5)÷39(7-5) \div 39(7−5)÷3.

Problem 241

Calculate: 5(20−12)÷45(20-12) \div 45(20−12)÷4

Problem 242

Problem 243

Fractions Order of operations with fractions: Problem type 2 Try Again Your answer is incorrect. Evaluate. 34−12⋅67\frac{3}{4} - \frac{1}{2} \cdot \frac{6}{7}43​−21​⋅76​ Write your answer in simplest form. Try again...

Simplify the expression: $9 - 2^{2} + 3 - (7 - 9) =$ (Provide your answer.)

Calculate $60 \div 2(3+7)$ .

Calculate the expression using the order of operations: $-4^{2}+6[12 \div(5-9)]$ . What is the result?

Calculate the expression step-by-step: $\frac{6+5 \cdot 4}{6+7}$ . What is the result?

Calculate the expression: $12 + 8 \times 7 + 6$ .

Calculate $3 \cdot 4 \div(4+2)$ .

Calculate $45 / 5 - (2 \cdot 3)$ .

Answer the question below, and then fill in the blanks if necessary.
Can the distributive property be used to rewrite $2 \times(9 \div 3)$ ? Yes No If yes, fill in the blanks below. $2 \times(9 \div 3)=$ $\square$ $\square$ $\square$ $\square$

6) $\left(7 \times 5+6^{2}\right)+2$ 7) $\left(86-6^{2}\right)+(-1+3)$ 8) $(35-5)+2+2^{2}$ 9) $(2+2)^{2}+(10+5)$ 10) $\left(61-5^{2}\right) \div(8+4)$

Calculate the absolute value: $|5 \cdot 3 - 6 \cdot 9| =$

Simplify: $-8^{2}-56 \div 7-6=$

Simplify the expression: $\frac{4+8 \div 4}{1^{6}}$ . Is it A. $\frac{4+8 \div 4}{1^{6}}=$ or B. undefined?

Calculate: $6 \times(21-12-7)+24 \div 3$

Calculate $19 + 40 \div 5 - (8 + 5)$ and $19 + 90 \div 3$ .

Calculate $(34-26) \times 3 - (20-8) \div 6 + 33$ .

Calculate $6 \times(21-12-7)+24 \div 3$ .

Calcular: $7 + (6 \times 5^{2} + 3)$

Simplify the expression: $(6-4) \cdot 49 \div 7$ .

Evaluate: $7+(5-9)^{2}+3(16 \div 8)$ . What is the value?

43. $-14+(-42)+(-36)$
44. $(2-8)-3$
46. $-13 \cdot 4$
47. $\frac{-90}{9}$
49. $3(-4)+7-8 \div 4$
50. $(8-14) \div 2[4+(-7)]$

What is the result of $(9+3) \div 2$ ?

Solve: $36-(4+8) \div 4=$

Calculate $15 + 24 \div (8 - 2)$ .

Calculate: $4,509 - 1 \frac{0 \times 4160}{16} + 0 + 9$

Evaluate the expression.
$8 + 10 + [10 \div (10 \times 8 \div 8)]$

Evaluate $-6-(-9) \div 3$

$3 \cdot 4$

$\left(\frac{\frac{1}{4}}{2}\right)^2$

Calculate the value of $7 + 3 - 5 \times 2 - 12 \div 3$ . What is the result?

$6 \times 2 =$

Calculate $6 \div 2(1+2)$ .

Calculate $9(7-5) \div 3$ .

Calculate: $5(20-12) \div 4$

Fractions Order of operations with fractions: Problem type 2 Try Again Your answer is incorrect. Evaluate. $\frac{3}{4} - \frac{1}{2} \cdot \frac{6}{7}$ Write your answer in simplest form. Try again...

Evaluate the following expression. $8^3 - 120$

20 $\frac{4-(4)}{9-3}=\frac{0}{5}=0$

$90 \times 67 + 5400 = 6030$

$3,864+7=$

11) $2 - 17$ + 72

Fractions Order of operations with fractions: Problem type 2 Evaluate. $\frac{7}{8} + \frac{1}{4} \div \frac{6}{7}$ Write your answer in simplest form.

Fractions Order of operations with fractions: Problem type 2 Evaluate. $\frac{1}{3} \div \frac{6}{7} - \frac{1}{9}$ Write your answer in simplest form.

What is the value of the expression? $5.9 * 3+9.01$

Simplify the following expression. $40 - [3 \times \frac{1}{5} + 2]$ 1.4 37.25 37.7 37.4

Simplify by using the order of operations. $-|-14+7|+|5-9|=$

Calculate $200 - (19 - 5 + 6)^{2} \div 8$ .

Find the result of $12 \div 2 + 4$ .

Calculate the expression: $16 - 4 \div 1 / 4 + 2 =$

Multiply: $-2 \times 60=$ $\square$ Submit

2) $28 \div 4 = \square$ $4\overline{)28}$

1. Según la prioridad de operaciones cuál operación se efectúa primero en la siguiente expresión: $3-6\left(-18+4^{2}\right) \div(-3)$ a) suma b) resta c) producto d) potencia

is blazing! 2 streak
Don starts to use the standard algorithm to solve $418 \times 5$ . His work is shown below. $\begin{array}{r} 418 \\ \times \quad 5 \\ \hline \quad 0 \end{array}$
What number should Don replace $y$ with? $\square$

$D = 1 - 2(2-1) + 3(3-1) + 7(7-1) + 9(9-1) + 4(4-1) + 6(6-1) + 1(1-1) + 2(2-1)$

Your job as a carpenter pays $\$ 20 /$ hour and you worked 40 hours last week. The taxes withheld from your wages were $\$ 83$ federal tax and $\$ 19$ state tax. Your total check is $\qquad$ \$912 \$698 \$810 \$720

By first rounding both numbers to 1 significant figure, estimate the answer to $14 \times 187$

8. Yoko buys a pen for $\$1.19$ and 2 paperback books. Each book costs $\$5.95$ . She gives the clerk a 20-dollar bill and receives $\$7.91$ in change. Does she receive the correct amount of change? Justify your answer.

18. Use Structure Teresa placed parentheses in the expression below so that its value was greater than 80 . Write the expression to show where Teresa might have placed the parentheses. $10.5+9.5 \times 3-1 \times 2.5$

Evaluate $5+2(8^{0})$ using the order of operations.

Evaluate. $\frac{7}{9} + \frac{1}{6} \div \frac{3}{7}$ Write your answer in simplest form.

$A=(22.5 \times 18)+(25 \times 13.75)+(8.5 \times 8.5)$

Which sign makes the statement true? $(2 \times 3) \times 2 ? 8 \times 2$ > < = Submit

Calculate: $(34 \cdot 5 - 7 \cdot 2 \cdot 5) \div 4 + 25 - (13 \cdot 4 \div 26 - 32)$

Calculate the expression: $134 - 5(20 + 12 \div 4 \cdot 3 - 3 \cdot 7) + (120 \div 2 - 12 \cdot 5)$ .