''Dan saved $463 over the 12 weeks of summer break He saved$297 of it during the last 4 weeks. How much did he save during the 1st 8 weeks.'' I have to draw a picture,write an equation,and write a variable.I don't know how to draw the picture or do the question. Will you help me?

Question

''Dan saved $463 over the 12 weeks of summer break He saved$297 of it during the last 4 weeks. How much did he save during the 1st 8 weeks.'' I have to draw a picture,write an equation,and write a variable.I don't know how to draw the picture or do the question. Will you help me?

Answer 1

The answer is $166 because you subtract the total amount $463 - the savings of the 4 weeks $297 and you get $166 for the 8 weeks

Answer 2

x + 297 = 463

I'd draw a rectangle and divide it into thirds. Shade 2/3 of it to represent the first 8 weeks.

Answer 3

so 463 -297 = he saved 166

Answer 4

Of course, I'll be happy to help you solve this problem step by step! Let's start by setting up the problem.

1. Drawing a picture: In this case, we can represent the 12 weeks of summer break as a timeline, divided into two parts: the first 8 weeks and the last 4 weeks. To keep things simple, you can draw a line and divide it into two sections, labeling one section as "Weeks 1-8" and the other as "Weeks 9-12".

2. Using variables: Let's assign a variable to the amount Dan saved during the first 8 weeks. One common choice is to use the letter "x", so let's say Dan saved x dollars during the first 8 weeks.

3. Writing an equation: The total amount Dan saved over the 12 weeks is given as $463. We know that he saved $297 during the last 4 weeks. To find out how much he saved during the first 8 weeks, we can set up an equation. The total amount he saved is equal to the sum of the amount saved during the first 8 weeks (x) and the amount saved during the last 4 weeks ($297). So, the equation is: x + $297 = $463.

Now that we have set up the equation, we can solve it to find the value of x, representing the amount Dan saved during the first 8 weeks.

4. Solving the equation: To solve the equation, we want to isolate the variable x on one side of the equation. We can start by subtracting $297 from both sides of the equation:

x + $297 - $297 = $463 - $297

This simplifies to:

x = $166

So, Dan saved $166 during the first 8 weeks of summer break.

Now you can summarize your findings by saying that Dan saved $166 during the first 8 weeks and $297 during the last 4 weeks, making a total of $463 over the 12 weeks of summer break.

Answer 5

Hi I know the queston but not the picture, how do i do it????????????????? ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????.