Decimals

Problem 101

11. Aretha runs a marathon in 3.25 hours. Neal takes 1.6 times as long to run the same marathon. How many hours does it take Neal to run the marathon?

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Problem 102

12. Tiffany catches a fish that weighs 12.3 pounds. Frank catches a fish that weighs 2.5 times as much as Tiffany's fish. How many pounds does Frank's fish weigh?

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Problem 103

13. WRITE Math Write a problem that includes multiplying decimals. Explain how you know where to place the decimal in the product.

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Problem 104

Which sign makes the statement true? 114?2.75\frac{-11}{4} ?-2.75

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Problem 105

2. Error Analysis Raul has 32.4 milliliters of solution. He uses 0.1 milliliter of solution for each experiment. Paul states that he can complete 3.24 trials using all of his solution. How do you respond to him?

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Problem 106

Whioh protiem wit have the greater quotient, 376.0 - 93 OR 376 + 92.0 . Explain how you know.

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Problem 107

Syplan itow mav mow

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Problem 108

Divide. Give the exact answer, written as a decimal. \square 9 \longdiv { 5 3 . 5 5 } Submit

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Problem 109

Round 61.964 to the nearest tenth. \square

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Problem 110

4. 0.2035÷0.370.2035 \div 0.37

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Problem 111

The movement of the progress bar may be uneven because questions can be worth more or less (including zero) depending on your answer. Thaddeus wants to attend a sports camp this spring that costs $170.00\$ 170.00 for the week. He rakes leaves during the fall and earns $58.35\$ 58.35. He shovels snow during the winter and earns $85.80\$ 85.80. How much more money does Thaddeus need to earn to pay for the sports camp? Write your answer as a decimal. Thaddeus needs to earn \ \qquad$ .
The solution is \square

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Problem 112

2.6 L10.99c2.6 \mathrm{~L} \approx 10.99 \mathrm{c} (Round to two decimals places English and Metric Equivalents for Capacity \begin{tabular}{|ll|} \hline \multicolumn{2}{|c|}{ English and Metric Equivalents for Capacity } \\ \hline 1 teaspoon (tsp)(\mathrm{tsp}) & 5\approx 5 milliliters (mL)(\mathrm{mL}) \\ \hline 1 tablespoon (tbsp)(\mathrm{tbsp}) & 15\approx 15 milliliters (mL)(\mathrm{mL}) \\ \hline 1 fluid ounce (floz)(\mathrm{fl} \mathrm{oz}) & 30\approx 30 milliliters (mL)(\mathrm{mL}) \\ \hline 1 cup (c)(\mathrm{c}) & 0.24\approx 0.24 liter (L)(\mathrm{L}) \\ \hline 1 pint (pt)(\mathrm{pt}) & 0.47\approx 0.47 liter (L)(\mathrm{L}) \\ \hline 1 quart (qt)(\mathrm{qt}) & 0.95\approx 0.95 liter (L)(\mathrm{L}) \\ \hline 1 gallon (( gal) & 3.8\approx 3.8 liters (L)(\mathrm{L}) \\ \hline \end{tabular}

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Problem 113

73÷20=73 \div 20=

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Problem 114

Which shows the list of numbers in order from least to greatest? 4.2,45,1,2,3.5|-4.2|,\left|-\frac{4}{5}\right|,|-1|,-2,|3.5| 2,45,1,3.5,4.2-2,\left|-\frac{4}{5}\right|,|-1|,|3.5|,|-4.2| 2,1,3.5,4.2,45-2,|-1|,|3.5|,|-4.2|,\left|-\frac{4}{5}\right| 2,45,1,4.2,3.5-2,\left|-\frac{4}{5}\right|,|-1|,|-4.2|,|3.5| 13.545,1,2,4.213.5|\cdot|-\frac{4}{5}|,|-1|,-2,|-4.2|

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Problem 115

73÷20=73 \div 20=

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Problem 116

OPEN-ENDED QUESTION
What is 5/65 / 6 as a decimal?
Type your answer...

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Problem 117

The place value of the 3 in 27.4359 is \qquad
The solution is \square

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Problem 118

3×4103 \times \frac{4}{10}

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Problem 119

(5) places, show both decimal places (5.06).
Justin is a golf pro. He works eight months per year, and is paid $76,000\$ 76,000. During the winter months, he teaches golf privately and earns another $12,500\$ 12,500. What is his average monthly salary based on his total yearly earnings? $7,375.00\$ 7,375.00
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Problem 120

How many inches are there in 3.5 yards \qquad

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Problem 121

5. Calculate and express your answer in decimal form. a) 1217\frac{1}{2} \cdot 17 b) 34200\frac{3}{4} \cdot 200 c) (0.2)40(0.2) \cdot 40 d) (0.25)60(0.25) \cdot 60

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Problem 122

10 feet is the same as how many meters?
Hint: 1ft0.305 m1 \mathrm{ft} \approx 0.305 \mathrm{~m}
Round your answer to the nearest tenth.

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Problem 123

6. 2<3.5-2<-3.5
7. 113>0.5-1 \frac{1}{3}>0.5
8. 2.25>2142.25>-2 \frac{1}{4}
9. 1.75<112-1.75<-1 \frac{1}{2}

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Problem 124

gualuate. 3.12.3+(6211.8)1=12.3+(11.8)1=12.3+1=1=\begin{aligned} 3 . & 12.3+\left(6^{2}-11.8\right)-1 \\ & =12.3+(\square-11.8)-1 \\ & =12.3+\square-1 \\ & =\square-1 \\ & =\square \end{aligned}

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Problem 125

1) Amiah must unload a truck filled with 25 bags of dog food. Each bag weights 50.75 pounds. How many pounds does she have to lift? a. 12,687.50 pounds b. 1,268.751,268.75 pounds c. 126.875 pounds d. 1250 pounds

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Problem 126

2) A soul food restaurant purchased 1528.80 pounds of flour. If they received 50 identical bags, how much rice was in each bag? a. 30.576 pounds b. 305.76 pounds c. 3.0576 pounds d. None of the above

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Problem 127

8 feet is how many meters? Hint: 1ft0.305 m1 \mathrm{ft} \approx 0.305 \mathrm{~m} Round your answer to the nearest tenth. \square

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Problem 128

4 teaspoons is how many milliliters? Hint: 1 tsp 4.9 mL\approx 4.9 \mathrm{~mL} Round your answer to the nearest tenth. \square

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Problem 129

onvert 8.8 C to Fahrenheit. Round to the nearest tenth when necessary. 88.4 F 47.8 F 87.4 F 48.9 F

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Problem 130

Situation \#2: Use the ledger to record the information and answer the questions. Note: On May 5, your beginning balance is $8.00\$ 8.00
1. On May 6, you spent $4.38\$ 4.38 on a gallon of ice cream at Marty's Ice Cream Parlor.
2. On May 7, you spent $3.37\$ 3.37 on crackers, a candy bar, and a coke from Circle H convenience store.
3. On May 8 , you received $10\$ 10 for cutting the neighbor's grass.
4. On May 8 , you spent $14.80\$ 14.80 on a downloaded book for your Kindle. \begin{tabular}{|l|c|c|c|c|} \hline DATE & TRANSACTION & \begin{tabular}{c} PAYMENT \\ ()(-) \end{tabular} & \begin{tabular}{c} DEPOSIT \\ (+)(+) \end{tabular} & BALANCE \\ \hline & & & & \\ \hline & & & & \\ \hline & & & & \\ \hline & & & & \\ \hline \end{tabular} A. What is your balance after four transactions? B. How much money did you deposit (show as a positive value)? C. How much money did you pay or withdraw (show as a negative value)? D. Can you really afford to spend $14.80\$ 14.80 on a book for your Kindle? If not, how much money do you need to earn to have an account balance of $0\$ 0 ?

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Problem 131

Write the number 0.00092 in scientific notation.
Answer Attempt 1 out of 2
Answer: \square ×10\times 10 \square Submit Answer

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Problem 132

(6) The mass of a cake is 1.216 kilograms.
Gabrielle gives 456 grams of cake to her neighbour and divides the rest of the cake into five equal pieces. What is the mass of each piece of cake? ? 9

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Problem 133

Enter the answer.
Estimate the product by rounding each factor to the nearest whole number. 4.18×6.864.18 \times 6.86 about \square

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Problem 134

450÷0.1=450÷0.01=450÷0.001=\begin{array}{r}450 \div 0.1= \\ 450 \div 0.01= \\ 450 \div 0.001=\end{array}

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Problem 135

Video
Put these numbers in order from least to greatest. 41830-4 \frac{18}{30} 44104 \frac{4}{10} 0.4-0.4

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Problem 136

Put these numbers in order from greateat to least. 5.3 51230-5 \frac{12}{30} 5-5 Suburit

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Problem 137

Put these numbers in order from least to greatest. 3240-\frac{32}{40} 1.5-1.5 2130\frac{21}{30}
Submit

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Problem 138

Put these numbers in order from least to greatest. 0.9 12\frac{1}{2} 78\frac{7}{8}
Subshit

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Problem 139

Put these numbers in order from greatest to least. 0.6 25\frac{2}{5} 710\frac{7}{10}
Submit

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Problem 140

5. Write down a possible value for xx. 10.132<x<10.13310.132<x<10.133

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Problem 141

Evalúa cada expresión numérica. 15.5×[(2×2.4)+3.2]24=34÷[(7.2×0.8)+3.24]=4.4+[4×14+8.6]=[6×(3×8.3)]+1.6=\begin{array}{l} 15.5 \times[(2 \times 2.4)+3.2]-2^{4}= \\ 3^{4} \div[(7.2 \times 0.8)+3.24]= \\ 4.4+\left[4 \times \frac{1}{4}+8.6\right]= \\ {[6 \times(3 \times 8.3)]+1.6=} \end{array}

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Problem 142

Nicole compró 6 libras de manzanas por $1.50\$ 1.50 la libra. La tienda le dio un descuento de $2\$ 2 sobre el total de la compra. Nicole y su amiga dividieron el costo de la compra por igual. Inserta símbolos de agrupación en la expresión numérica de manera que muestre cuánto pagó cada una de ellas por las manzanas. 6×1.502÷26 \times 1.50-2 \div 2

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Problem 143

Nicole compró 6 libras de manzanas por \1.50lalibra.Latiendaledioundescuentode 1.50 la libra. La tienda le dio un descuento de \2 2 sobre el total de la compra. Nicole y su amiga dividieron el costo de la compra por igual. Inserta símbolos de agrupación en la expresión numérica de manera que muestre cuánto pagó cada una de ellas por las manzanas. 6×1.502÷26 \times 1.50-2 \div 2

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Problem 144

5. 3121.6=3 \frac{1}{2}-1.6=

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Problem 145

5.818+68=5.818+68=

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Problem 146

Order these numbers from least to greatest. 459,4.66,4.644,3784 \frac{5}{9}, 4.66,4.644, \frac{37}{8}

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Problem 147

Jose spent $9.30\$ 9.30 on 15 pencils. How much did each pencil cost? Enter your answer in the box. \ \square$

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Problem 148

Calculate the energy required to heat 722.0 g of water from 37.1C37.1^{\circ} \mathrm{C} to 58.3C58.3^{\circ} \mathrm{C}. Assume the specific heat capacity of water under these conditions is 4.18 J g1 K14.18 \mathrm{~J} \cdot \mathrm{~g}^{-1} \cdot \mathrm{~K}^{-1}. Round your answer to 3 significant digits.

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Problem 149

Calculate the energy required to heat 722.0 g of water from 37.1C37.1^{\circ} \mathrm{C} to 58.3C58.3^{\circ} \mathrm{C}. Assume the specific heat capacity of water under these conditions is 4.18 J g1 K14.18 \mathrm{~J} \cdot \mathrm{~g}^{-1} \cdot \mathrm{~K}^{-1}. Round your answer to 3 significant digits. \square

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Problem 150

7) Find the sum or difference. (9.23)+(6.57)(-9.23)+(-6.57) 3.34-3.34 15.80-15.80 2.66-2.66 15.70-15.70

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Problem 151

11) Round to the nearest whole numbers and then estimate the answer. Find the actual answer. 3.97+16.73.97+16.7
Estimate: \qquad Actual: \square

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Problem 152

21) Solve the word problem.
A donut shop uses 2.5 pounds of flour an hour. How much will it use in 4.5 hours? 9.0 pounds 11.0 pounds 11.25 pounds 10.25 pounds

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Problem 153

Convert each of the numbers from real to scientific notation. (17) 196.12 (24) 0.00017853 (18) 508.8 1.9612×1021.9612 \times 10^{2} \qquad (19) 0.0005024 (20) 3,949 (21) 0.005909 (22) 938,900 (23) 1.118 (25) 1,237.91,237.9 (26) 1.452 (27) 2.976 (28) 0.101 (29) 0.02417 (30) 4,557 Copyright (c2012 WorksheetWorks.com

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Problem 154

Multiply. 0.45×0.12\begin{array}{r} 0.45 \\ \times 0.12 \end{array} 0.054 5.4 0.0054 0.54

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Problem 155

3) The problem already has the answer. Select the correct sign of the result. Choose the correct decimal by either using estimation or counting decimal places. (12.675)5=+63375(-12.675) \cdot 5=+-63375 \square \square

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Problem 156

Convert each of the numbers from scientific notation to real. (1) 1.7063×1061.7063 \times 10^{6} (2) 6.897×10116.897 \times 10^{11} ⓞr80 1.326×1051.326 \times 10^{-5} (4) 019925×102019925 \times 10^{-2} (5) 8.206×1048.206 \times 10^{-4} (6) 1.6496×1041.6496 \times 10^{4} (7) 2.326×1022.326 \times 10^{2} (8) 1.0015×1051.0015 \times 10^{-5} \qquad 68.97 0.00001326 0.019925 \qquad \qquad \qquad \qquad (9) 2.384×1002.384 \times 10^{0} (10) 1.9107×1031.9107 \times 10^{3} (11) 1.0347×1051.0347 \times 10^{5} (12) 1.5259×1011.5259 \times 10^{-1} (13) 2.664×1002.664 \times 10^{0} (14) 1.3021×1011.3021 \times 10^{1} (15) 9.511×1039.511 \times 10^{-3} (16) 1.827×1041.827 \times 10^{-4} \qquad \qquad \qquad \qquad \qquad \qquad \qquad \qquad

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Problem 157

2) Select the correct answer when the divisor is made into a whole number. 3 . 4 5 \longdiv { 1 5 } \qquad \qquad
3 4 5 \longdiv { . 0 1 5 0 }
3 4 5 \longdiv { 1 5 0 }
3 4 5 \longdiv { 1 5 . 0 0 } 3 4 5 \longdiv { 1 5 0 0 }

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Problem 158

Divide. Give the exact answer, written as a decimal. \square 5 \longdiv { 2 6 . 4 5 }
Submit

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Problem 159

Divide. Give the exact answer, written as a decimal. \square 5 \longdiv { 7 . 8 } Submit

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Problem 160

Divide. Give the exact answer, written as a decimal. \square 8 \longdiv { 1 . 1 6 }
Submit

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Problem 161

Divide. Give the exact answer, written as a decimal. \square 5 \longdiv { 7 2 . 9 5 } Submit

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Problem 162

3) Select the correct answer when the divisor is made into a whole number. 2 \longdiv { 4 . 9 2 } \qquad \qquad
2) \longdiv { . 0 4 9 2 }
2 \longdiv { 4 . 9 2 }
2) 49.20
2) 49.2

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Problem 163

3) Select the correct answer when the divisor is made into a whole number. 2) 4.92
2 \longdiv { . 0 4 9 2 }
2) 4.92
2) 49.20
2) 49.2

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Problem 164

ro) depending on your answer of the progress bar may be uneven because quesì, Approximate 72 to the tenths place. O 8.4 8.6 A O 6√√2 O 8.5

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Problem 165

4×272562625252(5949÷31.6534)=?4 \times 272562625252(5949 \div 31.6534)=?

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Problem 166

Evaluate. Write your answer as a de (0.7)2=(0.7)^{2}= \square Submit

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Problem 167

After finishing his shift, a cashier wrote 2.25 under "hours worked" on his time card. How long did he work? A. 2 hours and 5 minutes B. 2 hours and 25 minutes C. 2 hours and 50 minutes D. 2 hours and 15 minutes

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Problem 168

Amelia worked for 5 hours and 30 minutes. How should she write that on her time card? A. 5.25 B. 5.5 c. 5.3 D. 5.75

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Problem 169

Put these numbers in order from least to greatest. 0.79 34\frac{3}{4} 78\frac{7}{8} Submit

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Problem 170

5. Parker needs 2.4 yards of ribbon. Each yard of ribbon costs $0.90\$ 0.90. Shade the grid to model the product. How much will the ribbon cost?

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Problem 171

2. 0 . 6 \longdiv { 3 5 0 2 }

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Problem 172

2. 0 . 6 \longdiv { 3 5 0 . 2 }

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Problem 173

6. Find the mass of 250.0 mL of benzene. The density of benzene is 0.8765 g/mL0.8765 \mathrm{~g} / \mathrm{mL}.

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Problem 174

Directions Divide. Round to the place indicated.
1. Tenth
5. Hundredth
9. Thousandth
13. Hundredth . 6 \longdiv { 5 } 1 . 9 \longdiv { 2 . 5 } . 0 3 \longdiv { 2 } 7 . 1 \longdiv { 6 . 3 }
2. Hundredth
6. Tenth
10. Hundredth
14. Tenth . 0 6 \longdiv { 7 . 1 } . 9 \longdiv { . 8 7 } 6 . 3 \longdiv { . 6 4 } 9 \longdiv { 1 0 }
3. Hundredth
7. Handredth
11. Hundredth
15. Thousandth 2 3 \longdiv { 1 } 1 . 3 \longdiv { . 1 4 } 5 . 1 \longdiv { 7 . 2 } 6 \longdiv { 2 }
4. Thousandth
8. Hundredth
12. One
16. Hundredth 5 . 8 \longdiv { 5 . 9 } . 6 2 \longdiv { 5 . 3 } . 0 2 4 \longdiv { 1 . 0 4 } 1 2 \longdiv { 1 . 4 5 }

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Problem 175

ent to 0.17+4×1028.4×103\frac{0.17+4 \times 10^{-2}}{8.4 \times 10^{-3}}

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Problem 176

Check here for instructional material to complete this problem. If ( 13,5-13,-5 ) is an interval on the number line, find the value that is in the middle of the interval.
The value is \square (Type an integer or a decimal. Do not round.)

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Problem 177

Solve the following: 84.9226.4=84.92-26.4=

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Problem 178

Solve and round the FINAL answer to two decimal places. (1.18+9.10)×(8.521.26)=(1.18+9.10) \times(8.52-1.26)=

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Problem 179

Using a digital meter, Joan read the voltage output of a transformer. If she read 130.19 volts, and the maximum voltage allowed for the equipment she was supplying was 123.5 volts, how much voltage over the maximum was the reading?

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Problem 180

4b Complete the short division to find 995.6÷2995.6 \div 2

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Problem 181

stion list
Sublyact and check the following 171917-19
2uestion 1 - 17 19 -2 (Type an integer a decimal.)
Question 2
Question 3
Question 4

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Problem 182

Complete the short division to find 507.2÷8507.2 \div 8

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Problem 183

Evaluate the expression given below. (0.9)2(0.9)^{2} A. 2.9 B. 0.729 C. 0.81 D. 1.8

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Problem 184

I'm sorry, but I can't assist with that request.

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Problem 185

Paul makes $11.75\$ 11.75 an hour at his job. This week, he worked 20 hours. How much did he make this week? \$220.00 \$225.00 \$235.00 \$240.00

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Problem 186

A stack of 500 pieces of paper is 1.875 inches tall.
PART A Diego guesses that each piece of paper is 0.015 inches thick. Explain why Diego's answer is incorrect. Hint: Use the fx\boldsymbol{f}_{\mathbf{x}} button to type out math expressions, fractions, and symbols more easily.

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Problem 187

\begin{tabular}{|c|c|c|} \hline 0.3737370.373737 \ldots & O Yes O No \begin{array}{l} \mathrm{O} \text { Yes } \\ \mathrm{O} \text { No } \end{array} & This is a terminating decimal. This is a repeating decimal. This is a decimal that neither terminates nor repeats. \\ \hline 0.63758... &  Yes  No \begin{array}{l} \text { Yes } \\ \text { No } \end{array} & This is a terminating decimal. This is a repeating decimal. This is a decimal that neither terminates nor repeats. \\ \hline 0.222 &  O Yes  O No \begin{array}{l} \text { O Yes } \\ \text { O No } \end{array} & This is a terminating decimal. This is a repeating decimal. This is a decimal that neither terminates nor repeats. \\ \hline 0.230.2 \overline{3} &  O Yes  N No \begin{array}{l} \text { O Yes } \\ \text { N No } \end{array} & This is a terminating decimal. This is a repeating decimal. This is a decimal that neither terminates nor repeats. \\ \hline \end{tabular}

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Problem 188

Write 0.0000823 in scientific notation.

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Problem 189

Scientific notation with a negetive exponent
Write 7.163×1067.163 \times 10^{-6} in standard notation.

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Problem 190

5. Write in words. *
1 point \$ 10.05
Your answer
6. Joshua earned $156.50\$ 156.50 last week. He earned $45.80\$ 45.80 more * 3 points this week. How much did Joshua earned in two weeks?

Your answer
7. Iris spent $14.60\$ 14.60 on a sandwich and some ice cream. The * 3 points sandwich cost $8.50\$ 8.50. How much cheaper was the ice cream than the sandwich?

Your answer
8. There are 5 nickels, 2 quarters, 4 one-dollar bills and a * 3 points penny in a purse. What is the total amount of money in the purse?

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Problem 191

ed espressioni
2 leggil testo e completa diagramma a blocchi ed espressione. Poi rispondi. Gli insegnanti delle classi quinte Sol libro hanno avuto l'incarico di comprare del materiale per il laboratorio dipittura: 24 pennelli da 2,00€ 2,00 l'uno; 10 barattoli di tempere da 8,50€ 8,50 l'uno; un pacco di fogli da disegno al costo di 15,00. La scuola mette a disposizione per gli acquisti 200,00€ 200,00. Sono sufficienti per comprare tutti i materiali? Avanzano dei soldi? Se sì, quanti? 200[(24×)+(×8,50)+15]=200-[(24 \times \quad)+(\times 8,50)+15]= \square

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Problem 192

Where is the blue dot on the number line? \square

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Problem 193

Janie has "buy one get one free" tickets to the comedy club. She is bringing 7 people, including herself. If the regular price is $12.25\$ 12.25 per person, how much change will she have left from a $100\$ 100 bill? $63.25\$ 63.25 $57.00\$ 57.00 $51.00\$ 51.00 \$14.25

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Problem 194

Lilly's book club was offering a special on books this month. She bought 6 for $0.98\$ 0.98 each and then a regular book for $22.35\$ 22.35. Her total shipping cost was $10.75\$ 10.75. What was her total cost? \$16.63 \$38.98 \$25.68 \$33.98

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Problem 195

3 Shkruani numrat e përzier si numra dhjetorë. a 212=2,52 \frac{1}{2}=2,5 b 314=3 \frac{1}{4}= c 103410 \frac{3}{4} d 122512 \frac{2}{5} e 1151 \frac{1}{5} f 3143 \frac{1-}{4-} g 43104 \frac{3}{10} h 2452 \frac{4}{5} i 438=4 \frac{3}{8}= j 1420=1 \frac{4}{20}= k 18501 \frac{8}{50} I 51205 \frac{1}{20} 48

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Problem 196

100×7.39100 \times 7.39

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Problem 197

C
The value of x\boldsymbol{x} is definitely positive, because x-\boldsymbol{x} is negative (for example, (1.5)=1.5)-(-1.5)=1.5).
The value of xx is definitely between 1 and 2 , since the distance of x-x from 0 is a little greater than 1.
The value of xx is 1121 \frac{1}{2} or 1.4 ; these values are halfway (or a little less than halfway) between 1 and 2 . Sidebar Search

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Problem 198

(a) Problem 13: (first taught in lesson 65)
Divide the pair of numbers below. Write a bar over any repeating digits. 1 . 2 \longdiv { 1 7 . 5 }
After you enter your answer press GO. \square \square Enter which digits above you want to put a repeating bar over.

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Problem 199

Spiral Review \#10 4 of 10
On last week's quiz, Katie completed 18 out of 20 problems correctly. Her teacher wrote the score on her paper as 1820\frac{18}{20}. How would Katie's score be represented in decimal form? 0.9 0.18 1.11 . \overline{1} 18.2 1 2 3 4 5 6 7 8 9 10 Next

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Problem 200

Instrucción V: Expresa las siguientes cantidades en su notación científica. a) 23000000000=23000000000= b) 4560000=4560000= c) 78000000000000000000=78000000000000000000= d) 0.000000045=0.000000045= e) 0.000123=0.000123= f) 0.024=0.024=

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