magine Dezeree has a gift card worth $100. She wants to buy some sweaters that cost $27.50 each. To find out how many sweaters she can buy, we can set up a little math problem:

Question

Let \( x \) be the number of sweaters. The total cost to buy \( x \) sweaters would be:

\[
27.50 \times x = 100
\]

Now, we want to find out what \( x \) is, so we will divide both sides by 27.50 to solve for \( x \):

\[
x = \frac{100}{27.50}
\]

Now, let’s do that division:

\[
x = 3.63636363636
\]

Since Dezeree can't buy a part of a sweater (that would be silly!), we round down to the nearest whole number. So, she can buy **3 sweaters**.

Next, let’s find out how much money she will actually spend on those 3 sweaters:

\[
\text{Total cost} = 27.50 \times 3 = 82.50
\]

This means she spends $82.50 on 3 sweaters. So, how much money does she have left on her gift card?

To find that out, we can subtract the total cost from the amount on her gift card:

\[
100 - 82.50 = 17.50
\]

That means Dezeree still has **$17.50** left on her gift card!

Now, just to check if she could buy one more sweater (4 sweaters):

\[
\text{Cost for 4 sweaters} = 27.50 \times 4 = 110
\]

Oh no! $110 is more than her $100 gift card, so she cannot afford 4 sweaters.

### Conclusion

So, Dezeree can buy a maximum of **3 sweaters** for a total cost of **$82.50**, and she will have **$17.50** left on her gift card.

make this like a 6th grader write it

Answer 1

Dezeree has a gift card that has $100 on it! She wants to buy some really cool sweaters that cost $27.50 each. To figure out how many sweaters she can buy, we can do some simple math.

Let's call the number of sweaters \( x \). The total amount of money she would spend to buy \( x \) sweaters is:

\[ 27.50 \times x = 100 \]

Now, we want to find out how many sweaters \( x \) represents, so we can divide both sides of the equation by 27.50:

\[ x = \frac{100}{27.50} \]

When we do that division:

\[ x = 3.63636363636 \]

But wait! Dezeree can’t buy part of a sweater, right? That’d be weird! So, we round down to the closest whole number. That means Dezeree can buy 3 sweaters.

Now, let’s see how much money she will spend on those 3 sweaters:

\[ \text{Total cost} = 27.50 \times 3 = 82.50 \]

So she spends $82.50 for 3 sweaters. Now we need to find out how much money she has left on her gift card. To do this, we subtract the money she spent from the amount on her gift card:

\[ 100 - 82.50 = 17.50 \]

That means Dezeree still has $17.50 left on her gift card!

Just to check if she could get one more sweater (which would make it 4 sweaters):

\[ \text{Cost for 4 sweaters} = 27.50 \times 4 = 110 \]

Uh-oh! $110 is more than her $100 gift card, so she definitely can't buy 4 sweaters.

Conclusion

So, in the end, Dezeree can buy 3 sweaters for a total of $82.50, and she still has $17.50 left on her gift card!