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.

How many decimal places will there be in the product of 8.09 and 2.6?
1 decimal place
2 decimal places
3 decimal places
4 decimal places
Answer:
Estimate the product of by rounding each number to the nearest 10.
15,000
15,939
16,000
16,027.42
Answer:
Which expression is equivalent to ?

Answer:
Noah earns $9.65 per hour. How much will he earn next week if he works 18 hours?
$169.30
$173.70
$174.30
$1,737.00
Answer:
Is the decimal point placed correctly in the product? If not, rewrite the product correctly.
Answer:

1 answer

Let's break it down step by step.

  1. How many decimal places will there be in the product of 8.09 and 2.6?

    • 8.09 has 2 decimal places, and 2.6 has 1 decimal place.
    • When multiplying, you add the number of decimal places: 2 + 1 = 3 decimal places.
    • Answer: 3 decimal places
  2. Estimate the product of by rounding each number to the nearest 10.

    • Since the specific numbers weren't provided in your question, I'll give you a principle based on rounding. If you were rounding numbers like 15,000 and 16,000 to the nearest ten (which they already are), you'd multiply those numbers.
    • 15,000 x 16,000 = 240,000, which is estimating to encourage rounding even further. It seems you may need the specific numbers to apply.
    • Answer: (This is a conceptual response since the exact numbers were not provided.)
  3. Which expression is equivalent to ?

    • Again, I need clarification on what expression you're referring to, as this seems to be missing.
    • A typical approach might require you to describe the expression, and I could assist in clarifying it.
    • Answer: (More info needed)
  4. Noah earns $9.65 per hour. How much will he earn next week if he works 18 hours?

    • To find out how much Noah will earn: \[ 9.65 \text{ (per hour)} \times 18 \text{ (hours)} = 173.70 \]
    • Answer: $173.70
  5. Is the decimal point placed correctly in the product? If not, rewrite the product correctly.

    • To answer this accurately, I would need the context of the numbers involved and their product result. However, in general, if you multiply numbers, remember the placement of the decimal point according to the total decimal places calculated previously.
    • Answer: (More info needed)

If you could clarify any unclear points or provide missing context, I would be happy to offer further assistance!