Question

do a division word problem with 9.444 x 10^2

Answer 1

make it like an 8th grader did it

Answer 2

Sure! Here's a word problem that involves division using the number \(9.444 \times 10^2\):

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**Word Problem:**

A research lab received a total grant of \(9.444 \times 10^2\) dollars to fund a new environmental project. The lab plans to use this funding over the course of 12 months. To determine how much money they can spend each month, they need to divide the total grant equally across the months.

**Question:** How much money can the lab spend each month?

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To solve the problem, you'd perform the following calculation:

1. Calculate the total grant:
\[
9.444 \times 10^2 = 944.4 \text{ dollars}
\]

2. Divide this amount by 12 months:
\[
\frac{944.4}{12} \approx 78.7 \text{ dollars}
\]

**Answer:** The lab can spend approximately $78.70 each month.

Answer 3

Sure! Here’s a version of the word problem and solution that sounds like it was written by an 8th grader:

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**Word Problem:**

A science lab got a grant of \(9.444 \times 10^2\) dollars to work on a cool project about the environment. They want to use this money evenly over 12 months. How much money can they spend each month?

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**Solution:**

First, I need to figure out how much money the lab got. So, I will convert \(9.444 \times 10^2\) into a regular number.

\[
9.444 \times 10^2 = 944.4 \text{ dollars}
\]

Now that I know they have $944.4 in total, I have to divide that by 12 months to see how much they can spend each month.

So, I do the division:

\[
944.4 \div 12
\]

I calculated this and got:

\[
944.4 \div 12 = 78.7
\]

This means the lab can spend about $78.70 each month!

**Final Answer:** The lab can spend approximately $78.70 every month.