Browse Arithmetic problems in the Studdy Learning Bank!

Problem 201

Solve for the value of $26.4 \div 0.01$ .

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Problem 202

Find the values of $-22+5$ , $-22-(-5)$ , $(-22)(-5)$ , and $-22 \div 5$ .

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Problem 203

Find the common difference and recursive/explicit formulas for the sequence $12, 16, 20, 24, 28, \ldots$ .

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Problem 204

Find the midpoint of the class interval 95-99.

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Problem 205

A running back carried the ball for yardages $4, -3, 2, -1, 5, -2, -2$ . Find his total yards and average yards per carry.
The total yards for the running back was $3$ . His average yards per carry was $\frac{3}{7}$ .

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Problem 206

Find the value of $5 \times p$ when $p=2$ .

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Problem 207

Find the value of the expression $h-7$ when $h=21$ .

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Problem 208

Simplify the expression $2 \cdot 4^{\frac{1}{2}}$ to an integer or simplified fraction.

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Problem 209

Find the closest value to $4,367 \div 0.004$ .

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Problem 210

Find the value of the expression $-3 \times 8 - 52 - 19$ .

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Problem 211

Simplify the expression $5 \cdot 0$ .

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Problem 212

Calculate $8 \times 10^{18} \div 4 \times 10^{3}$ and express the result in standard form.

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Problem 213

Mix black and white paint to make gray. Avery uses 5 cups black, 6 cups white. Grayson uses 4 cups black, 5 cups white. Calculate the percent of white paint to determine whose gray will be lighter.
Avery percent of white paint (to nearest whole number) $=54\%$ Grayson percent of white paint (to nearest whole number) $=56\%$ Grayson's gray paint will be lighter.

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Problem 214

Simplify the expression $2.5 \times 1.29$ .

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Problem 215

Solve the simple equation $27+0=27$ .

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Problem 216

Find the value of $-9.4 \cdot 2.7$ .

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Problem 217

Find the product of -1 and -7.

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Problem 218

Find the cube root of $64$ .

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Problem 219

Find the value of $\left(0.1\right)^{5}$ .

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Problem 220

Simplify the expression $3.5+2.25 \div 0.75-6 \cdot \frac{1}{8}$ and select the correct answer.

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Problem 221

Find the next number in the pattern: 2, subtract 6 from each term. Describe the pattern.

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Problem 222

Find the error in the math operations and provide the correct solution. $42 \div 5, 8 \times 5=40, 9 \times 5=45, (8 \times 5)+2=42, 42 \div 5=8 R 5$

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Problem 223

Find the sum of $100,000,000$ , $30,000,000$ , $4,000,000$ , $900,000$ , $70,000$ , $1,000$ , $700$ , and $6$ in standard form.

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Problem 224

Multiply $(540 \times 219)$ , then divide by $160$ . Round the result to 4 decimal places.

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Problem 225

Find the difference between 27 and 12.

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Problem 226

Find the sum of 5 and 10.

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Problem 227

Find the value of $-18.1-5$ . (1 point)

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Problem 228

Sketch a model to represent $-6+3$ .

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Problem 229

Simplify $8 - (-17)$ .

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Problem 230

Match points A-D to values 2.38, -41/21, 43/9, -4.006 using number sense.

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Problem 231

Order the absolute values of the given numbers from least to greatest. $6, |-7|, |0|, |-5|$

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Problem 232

Find the value of $36.81\%$ of 1224.7, rounded to 2 decimal places.

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Problem 233

Find the product of 7 and the sum of $0.02$ and $0.07$ .

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Problem 234

Solve for the value of $5^{3}$ .

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Problem 235

Find the speed in miles per hour when dividing 104 miles by 0.61 hours.

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Problem 236

Complete a number line with 4 intervals, where the end number is $1000$ .

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Problem 237

Find the product of $8$ and $54$ .

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Problem 238

Find the cost of a whole pizza if a slice costs $\$ 2$ and the whole pizza costs 8 times as much as the slice.

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Problem 239

Find the value of $5 \times 5$ .

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Problem 240

What is the output if we input the number 13 into the given code snippet that prints the input number?

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Problem 241

Find the value of $p$ that satisfies the equation $64=4p$ .

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Problem 242

Find the sum of $a$ and $b$ given $a=-1.5$ and $b=-3.2$ .

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Problem 243

Find the difference between $2.5$ and $12.2$ .

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Problem 244

Find the difference between 784 and 298.

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Problem 245

Find the value of $5 + (-7)$ .

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Problem 246

Simplify the expression $4 \times 1 + 3 \times \frac{1}{10} + 9 \times \frac{1}{1,000}$ and enter the decimal form.

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Problem 247

Find the missing factor: $Z \times 8 = 32$ . Solve for $Z$ .

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Problem 248

Find the absolute value of the difference between 4 and 9.

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Problem 249

Subtract the mixed number $12 - 6 \frac{11}{16}$ and write the answer in simplest form.

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Problem 250

Bill earns $0.25 per document mailed. He prepared 2,000 documents last week. What is his correct pay, and how much does his boss owe him?

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Problem 251

Solve for the value of the expression $6: 3(3+3)$ .

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Problem 252

Luke visits the Science Center every $3$ months. Find the number of times he visits in $1$ year.

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Problem 253

Mae loses 3 points per wrong answer on a test. How does her score change with 7 wrong answers? $-21$

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Problem 254

Find the standard form of the expression 4-3.

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Problem 255

Calculate the sum of 52,798, 62,874, and -27,467 and round the result to 2 significant figures.

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Problem 256

Estimate the product of two decimal numbers rounded to the nearest whole number. $4.8 \times 4.2 \approx \square$

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Problem 257

Identify the other members of the fact family with $4+8=12$ . Select all that apply: $8-4=-(4-8)$ , $12-8=4$ , $8+4=12$ , $12-4=8$ .

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Problem 258

Solve basic math problems: $6 \times 2$ , $4 \times 2 \div 8$ , $2 \times 2$ .

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Problem 259

4. Which statement about $31 \times 5$ and $5 \times 31$ is TRUE? Their products are different, the same, 0, or 1?

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Problem 260

Find the sum of 28 and 51.

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Problem 261

Berechne den Wert von $8^{0}$ .

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Problem 262

Find the digits A, B, and C that solve the addition problem.

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Problem 263

Jessica bought bulk ribbon at $0.18 per yard. After her first purchase,$ 20.86 remained on her $25 prepaid card. How many yards of ribbon did she buy?

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Problem 264

Find the constant of proportionality between the total weight of $6$ eggs and the number of eggs, given that the weight of $6$ eggs is $294 \mathrm{~g}$ .

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Problem 265

Convert 72 months to years, rounding to one decimal place.

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Problem 266

Solve the equation $3-(-4)=\square$ to find the missing value.

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Problem 267

Orly uses 2 cups of raisins for every 9 cups of trail mix. How many cups of trail mix will she make with 12 cups of raisins? $1 \frac{1}{2}$ cups or $2 \frac{2}{3}$ cups.

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Problem 268

Find the missing addend in the equation $556 + \square = 1,046$ .

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Problem 269

Find the quotient of $2,356 \div 27$ .

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Problem 270

What is the value of $12(8+9)$ ?

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Problem 271

Which number is a multiple of 4, 5, and 20? $10$ is a multiple of 4, 5, and 20.

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Problem 272

Laura's go-kart used 3.4 liters of fuel. The go-kart now has 4.91 liters of fuel. Write an equation to find the initial amount of fuel $A$ , then solve for $A$ . $A - 3.4 = 4.91$ $A = 8.31$ liters

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Problem 273

Find the sum: $378.03+17.5$ . Find the difference: $18.398-4.37$ . Compute: $18 \cdot 348 - 437 = 61$ .

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Problem 274

Simplify the expression $(8+2) \cdot 4$ using the order of operations.

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Problem 275

Evaluate the following expressions: $-10(-8.874)$ and $0.2 \cdot (-3.2)$ .

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Problem 276

Find the products of $0.009 \times 10$ , $3.1 \times 10^{3}$ , $0.062 \times 10^{2}$ , and $1.24 \times 10^{4}$ .

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Problem 277

Humpback whale ( $3 \cdot 10^{4} \mathrm{~kg}$ ) vs. tiger shark ( $5.9 \cdot 10^{3} \mathrm{~kg}$ ). Basheera or Elena - which claim is correct?

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Problem 278

Determine the correct product of $(-4 \times 10^{2})$ and $(2 \times 10^{-8})$ . The coefficient may be rounded.

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Problem 279

Find the value of the expression $\left(\frac{100 \times 389}{95 \times 338}\right)$ .

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Problem 280

Find the quotient of the given expressions, if possible. Examples: $-35 \div-7$ , $-9 \div 1$ , $30 \div-2$ , $56 \div 8$ , $-27 \div-9$ , $-40 \div 4$ , $48 \div-6$ , $-55 \div 5$ , $-36 \div-18$ , $12 \div 3$ , $-14 \div 2$ , $0 \div-10$ , $-24 \div-8$ , $99 \div 11$ , $92 \div-4$ .

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Problem 281

Find the reciprocal of $5$ .

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Problem 282

Divide $1.3$ by $40.43$

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Problem 283

Find the value of the expression $4.3 \times 2.4 + 22 - (4 \times 3) + 5^{2}$ and select the correct answer.

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Problem 284

Divide 9,255 by 62 and provide the answer with a remainder.

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Problem 285

Find a number that is 10% greater than 6.3.

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Problem 286

Solve for the value of $v$ given the equation $11.1 \cdot 0.2=v$ .

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Problem 287

Determine if the product of $42 \times \frac{5}{8}$ is greater than 42, without calculating the result. Explain your reasoning.

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Problem 288

Multiply the three numbers: $(-3)(5)(-5)$ . Find the result.

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Problem 289

A 236 MB file is being downloaded. If the download is $18.6\%$ complete, how many MB have been downloaded? Round to the nearest tenth.

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Problem 290

Find the product of 7 and 99.

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Problem 291

Calculate the sum of $9.2$ , $-4 \frac{4}{5}$ , and $0.04$ .

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Problem 292

Calculate the product of $\frac{1}{2}(2.5+4.7)$ and $8.2$ .

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Problem 293

Find the value of the expression $5|8-(-9)|$ .

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Problem 294

Simplify the expression $-8 + (22)$ .

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Problem 295

Tentukan nilai dari $-12+7$ .

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Problem 296

Calculate $9^{11}$ .

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Problem 297

Find the product of 6 and -8.

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Problem 298

Solve the addition and subtraction problems using mental math strategies. Match each problem to the correct answer. $650+7,763+350=8,883$ $13,323-10,099=3,224$ $6,253+2,630=8,883$ $10,000-6,992=3,008$

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Problem 299

Compute the sum of the vector $\underline{x} = [4, 7, 3]$ .

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Problem 300

Find the absolute value of each number: $|-5|-5$ , $|4.5|$ , $|-5.10|$ , $\left|-2 \frac{3}{4}\right|$ .

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Arithmetic

Problem 201

Solve for the value of 26.4÷0.0126.4 \div 0.0126.4÷0.01.

Problem 202

Find the values of −22+5-22+5−22+5, −22−(−5)-22-(-5)−22−(−5), (−22)(−5)(-22)(-5)(−22)(−5), and −22÷5-22 \div 5−22÷5.

Problem 203

Find the common difference and recursive/explicit formulas for the sequence 12,16,20,24,28,…12, 16, 20, 24, 28, \ldots12,16,20,24,28,….

Problem 204

Find the midpoint of the class interval 95-99.

Problem 205

A running back carried the ball for yardages 4,−3,2,−1,5,−2,−24, -3, 2, -1, 5, -2, -24,−3,2,−1,5,−2,−2. Find his total yards and average yards per carry.The total yards for the running back was 333. His average yards per carry was 37\frac{3}{7}73​.

Problem 206

Find the value of 5×p5 \times p5×p when p=2p=2p=2.

Problem 207

Find the value of the expression h−7h-7h−7 when h=21h=21h=21.

Problem 208

Simplify the expression 2⋅4122 \cdot 4^{\frac{1}{2}}2⋅421​ to an integer or simplified fraction.

Problem 209

Find the closest value to 4,367÷0.0044,367 \div 0.0044,367÷0.004.

Problem 210

Find the value of the expression −3×8−52−19-3 \times 8 - 52 - 19−3×8−52−19.

Problem 211

Simplify the expression 5⋅05 \cdot 05⋅0.

Problem 212

Calculate 8×1018÷4×1038 \times 10^{18} \div 4 \times 10^{3}8×1018÷4×103 and express the result in standard form.

Problem 213

Problem 214

Simplify the expression 2.5×1.292.5 \times 1.292.5×1.29.

Problem 215

Solve the simple equation 27+0=2727+0=2727+0=27.

Problem 216

Find the value of −9.4⋅2.7-9.4 \cdot 2.7−9.4⋅2.7.

Problem 217

Find the product of -1 and -7.

Problem 218

Find the cube root of 646464.

Problem 219

Find the value of (0.1)5\left(0.1\right)^{5}(0.1)5.

Problem 220

Simplify the expression 3.5+2.25÷0.75−6⋅183.5+2.25 \div 0.75-6 \cdot \frac{1}{8}3.5+2.25÷0.75−6⋅81​ and select the correct answer.

Problem 221

Find the next number in the pattern: 2, subtract 6 from each term. Describe the pattern.

Problem 222

Find the error in the math operations and provide the correct solution. 42÷5,8×5=40,9×5=45,(8×5)+2=42,42÷5=8R542 \div 5, 8 \times 5=40, 9 \times 5=45, (8 \times 5)+2=42, 42 \div 5=8 R 542÷5,8×5=40,9×5=45,(8×5)+2=42,42÷5=8R5

Problem 223

Find the sum of 100,000,000100,000,000100,000,000, 30,000,00030,000,00030,000,000, 4,000,0004,000,0004,000,000, 900,000900,000900,000, 70,00070,00070,000, 1,0001,0001,000, 700700700, and 666 in standard form.

Problem 224

Multiply (540×219)(540 \times 219)(540×219), then divide by 160160160. Round the result to 4 decimal places.

Problem 225

Find the difference between 27 and 12.

Problem 226

Find the sum of 5 and 10.

Problem 227

Find the value of −18.1−5-18.1-5−18.1−5. (1 point)

Problem 228

Sketch a model to represent −6+3-6+3−6+3.

Problem 229

Simplify 8−(−17)8 - (-17)8−(−17).

Problem 230

Match points A-D to values 2.38, -41/21, 43/9, -4.006 using number sense.

Problem 231

Order the absolute values of the given numbers from least to greatest. 6,∣−7∣,∣0∣,∣−5∣6, |-7|, |0|, |-5|6,∣−7∣,∣0∣,∣−5∣

Problem 232

Find the value of 36.81%36.81\%36.81% of 1224.7, rounded to 2 decimal places.

Problem 233

Find the product of 7 and the sum of 0.020.020.02 and 0.070.070.07.

Problem 234

Solve for the value of 535^{3}53.

Problem 235

Find the speed in miles per hour when dividing 104 miles by 0.61 hours.

Problem 236

Complete a number line with 4 intervals, where the end number is 100010001000.

Problem 237

Find the product of 888 and 545454.

Problem 238

Find the cost of a whole pizza if a slice costs $2\$ 2$2 and the whole pizza costs 8 times as much as the slice.

Problem 239

Find the value of 5×55 \times 55×5.

Problem 240

What is the output if we input the number 13 into the given code snippet that prints the input number?

Solve for the value of $26.4 \div 0.01$ .

Find the values of $-22+5$ , $-22-(-5)$ , $(-22)(-5)$ , and $-22 \div 5$ .

Find the common difference and recursive/explicit formulas for the sequence $12, 16, 20, 24, 28, \ldots$ .

A running back carried the ball for yardages $4, -3, 2, -1, 5, -2, -2$ . Find his total yards and average yards per carry.
The total yards for the running back was $3$ . His average yards per carry was $\frac{3}{7}$ .

Find the value of $5 \times p$ when $p=2$ .

Find the value of the expression $h-7$ when $h=21$ .

Simplify the expression $2 \cdot 4^{\frac{1}{2}}$ to an integer or simplified fraction.

Find the closest value to $4,367 \div 0.004$ .

Find the value of the expression $-3 \times 8 - 52 - 19$ .

Simplify the expression $5 \cdot 0$ .

Calculate $8 \times 10^{18} \div 4 \times 10^{3}$ and express the result in standard form.

Simplify the expression $2.5 \times 1.29$ .

Solve the simple equation $27+0=27$ .

Find the value of $-9.4 \cdot 2.7$ .

Find the cube root of $64$ .

Find the value of $\left(0.1\right)^{5}$ .

Simplify the expression $3.5+2.25 \div 0.75-6 \cdot \frac{1}{8}$ and select the correct answer.

Find the error in the math operations and provide the correct solution. $42 \div 5, 8 \times 5=40, 9 \times 5=45, (8 \times 5)+2=42, 42 \div 5=8 R 5$

Find the sum of $100,000,000$ , $30,000,000$ , $4,000,000$ , $900,000$ , $70,000$ , $1,000$ , $700$ , and $6$ in standard form.

Multiply $(540 \times 219)$ , then divide by $160$ . Round the result to 4 decimal places.

Find the value of $-18.1-5$ . (1 point)

Sketch a model to represent $-6+3$ .

Simplify $8 - (-17)$ .

Order the absolute values of the given numbers from least to greatest. $6, |-7|, |0|, |-5|$

Find the value of $36.81\%$ of 1224.7, rounded to 2 decimal places.

Find the product of 7 and the sum of $0.02$ and $0.07$ .

Solve for the value of $5^{3}$ .

Complete a number line with 4 intervals, where the end number is $1000$ .

Find the product of $8$ and $54$ .

Find the cost of a whole pizza if a slice costs $\$ 2$ and the whole pizza costs 8 times as much as the slice.

Find the value of $5 \times 5$ .

Find the value of $p$ that satisfies the equation $64=4p$ .

Find the sum of $a$ and $b$ given $a=-1.5$ and $b=-3.2$ .

Find the difference between $2.5$ and $12.2$ .

Find the value of $5 + (-7)$ .

Simplify the expression $4 \times 1 + 3 \times \frac{1}{10} + 9 \times \frac{1}{1,000}$ and enter the decimal form.

Find the missing factor: $Z \times 8 = 32$ . Solve for $Z$ .

Subtract the mixed number $12 - 6 \frac{11}{16}$ and write the answer in simplest form.

Solve for the value of the expression $6: 3(3+3)$ .

Luke visits the Science Center every $3$ months. Find the number of times he visits in $1$ year.

Mae loses 3 points per wrong answer on a test. How does her score change with 7 wrong answers? $-21$

Estimate the product of two decimal numbers rounded to the nearest whole number. $4.8 \times 4.2 \approx \square$

Identify the other members of the fact family with $4+8=12$ . Select all that apply: $8-4=-(4-8)$ , $12-8=4$ , $8+4=12$ , $12-4=8$ .

Solve basic math problems: $6 \times 2$ , $4 \times 2 \div 8$ , $2 \times 2$ .

4. Which statement about $31 \times 5$ and $5 \times 31$ is TRUE? Their products are different, the same, 0, or 1?

Berechne den Wert von $8^{0}$ .

Jessica bought bulk ribbon at $0.18 per yard. After her first purchase,$ 20.86 remained on her $25 prepaid card. How many yards of ribbon did she buy?

Find the constant of proportionality between the total weight of $6$ eggs and the number of eggs, given that the weight of $6$ eggs is $294 \mathrm{~g}$ .

Solve the equation $3-(-4)=\square$ to find the missing value.

Orly uses 2 cups of raisins for every 9 cups of trail mix. How many cups of trail mix will she make with 12 cups of raisins? $1 \frac{1}{2}$ cups or $2 \frac{2}{3}$ cups.

Find the missing addend in the equation $556 + \square = 1,046$ .

Find the quotient of $2,356 \div 27$ .

What is the value of $12(8+9)$ ?

Which number is a multiple of 4, 5, and 20? $10$ is a multiple of 4, 5, and 20.

Laura's go-kart used 3.4 liters of fuel. The go-kart now has 4.91 liters of fuel. Write an equation to find the initial amount of fuel $A$ , then solve for $A$ . $A - 3.4 = 4.91$ $A = 8.31$ liters

Find the sum: $378.03+17.5$ . Find the difference: $18.398-4.37$ . Compute: $18 \cdot 348 - 437 = 61$ .

Simplify the expression $(8+2) \cdot 4$ using the order of operations.