It’s time for Spiral Review! This review will help you remember some of the things you have already learned. Take your time and try your best.

Which expression is equivalent to 0.8 x 0.6?
(8 x 10 )x6 x 10)
[8 x 1/10 ] x[6 x 1/100]

[8x 1/100] x [6 x 1/100]
[8 1/10] x [6 x 1/100]

Answer:
Chloe’s parents are buying carpeting for her room. The carpeting they have selected costs $3.28 per square foot. The area of Chloe’s room is 96 square feet. How much will the carpeting cost?
$300.00
$313.68
$314.88
$492.00
Answer:
James bought a bag of dog food that weighs 28.25 pounds. How many pounds would 2.5 bags weigh?
30.75 pounds
56.5 pounds
70 pounds
70.625 pounds
Answer:
The table shows how much Ethan spent for lunch at work each day last week. What is the total amount he spent on his lunches?
Answer:
Day
Amount ($)
Monday
5.25
Tuesday
6.48
Wednesday
4.95
Thursday
7.22
Friday
5.96

Will the actual product of 15.6 x2.8 be greater or less than 16 x 3? Explain.
Answer:

1 answer

Let's work through each question step by step:

1. Which expression is equivalent to 0.8 x 0.6?

To express 0.8 and 0.6 in terms of fractions or integers:

  • 0.8 = 8/10
  • 0.6 = 6/10

Thus, we can write: \[ 0.8 \times 0.6 = \left(\frac{8}{10}\right) \times \left(\frac{6}{10}\right) = \frac{8 \times 6}{10 \times 10} = \frac{48}{100} = 0.48 \]

From the options provided:

  • [8 x 1/10] x [6 x 1/10] represents \(0.8 \times 0.6\) accurately.

Answer: [8 x 1/10] x [6 x 1/10]


2. How much will the carpeting cost?

Cost per square foot = $3.28
Area of the room = 96 square feet

Total Cost = Cost per square foot × Area \[ 3.28 , \text{dollars/sq ft} \times 96 , \text{sq ft} = 313.68 , \text{dollars} \]

Answer: $313.68


3. How many pounds would 2.5 bags weigh?

Weight of one bag = 28.25 pounds
Weight of 2.5 bags = 28.25 pounds × 2.5
\[ 28.25 \times 2.5 = 70.625 , \text{pounds} \]

Answer: 70.625 pounds


4. What is the total amount Ethan spent on his lunches?

Let's add the amounts for each day:

  • Monday: $5.25
  • Tuesday: $6.48
  • Wednesday: $4.95
  • Thursday: $7.22
  • Friday: $5.96

Total = $5.25 + $6.48 + $4.95 + $7.22 + $5.96
\[ = 30.86 , \text{dollars} \]

Answer: $30.86


5. Will the actual product of 15.6 x 2.8 be greater or less than 16 x 3?

Let's calculate each product:

  • Estimate 15.6 × 2.8:
    Estimate: \(16 \times 3 = 48\)

Now, calculate exactly: \[ 15.6 \times 2.8 = 43.68 \]

Since \(15.6 < 16\) and \(2.8 < 3\), it follows that:

  • \(15.6 \times 2.8\) should indeed be less than \(16 \times 3\).

Answer: The actual product of 15.6 x 2.8 will be less than 16 x 3.


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