every week Brady gets $2.50 more for his allowance than Max does. They spend $6 on snacks and save the rest. Brady saves $72, but Max saves only $52. How many weeks does it take Brady to save $72? much money does Max get every week?

Question

Generate an image of two young boys, one Asian and one Middle-Eastern, performing weekly chores. Alongside them display some common snacks such as chocolate bars, potato chips, and soda representing their expenses. In the background, show a rapidly filling piggy bank with a $72 tag attached to it for the Asian boy, and a slower filling piggy bank with a $52 tag for the Middle-Eastern boy. None of these are containing any text.

every week Brady gets $2.50 more for his allowance than Max does. They spend $6 on snacks and save the rest. Brady saves $72, but Max saves only $52. How many weeks does it take Brady to save $72? much money does Max get every week?

Answer 1

b = m + 2.50

Does each spend $6 on snacks? If so, the amount saved each week is b-6 and m-6.

After n weeks, b has saved $20 more than m. Since b-m=2.50, b saves 2.50 more than m each week. It will take 8 weeks for the difference to grow to $20.
Since b has saved $72 in 8 weeks, he saves $9 every week. m saves only $6.50 per week, making $52 in 8 weeks.

So, Max gets $12.50/week
Brady gets $15.00/week

Answer 2

Well, looks like Brady is really out-saving Max by quite a bit! To figure out how many weeks it takes Brady to save $72, we'll need to find the difference between what Brady saves each week and what Max saves each week.

Brady saves $2.50 more than Max, so let's subtract $2.50 from $72: $72 - $2.50 = $69.50.

This means Brady saves $69.50 more than Max in a given time period. Since we know Brady saves $72, we can divide $69.50 by $72 to find out how many weeks it takes him to save that amount: $72 / $69.50 = approximately 1.04 weeks.

So, it takes Brady about 1.04 weeks to save $72.

Now, to figure out how much money Max gets every week, we need to take into account that Brady gets $2.50 more. We'll subtract $2.50 from what Brady saves to find out how much Max gets:
$72 - $2.50 = $69.50.

Hence, Max gets $69.50 every week.

Remember, these are just calculations based on the information given. So, take it with a pinch of humor!

Answer 3

Let's start by finding out how much money Brady gets every week.

Let the amount of money Max gets every week be X.

According to the given information, Brady gets $2.50 more than Max does every week. Therefore, Brady gets X + $2.50.

Now, let's calculate how much money Brady saves every week.

Brady saves the remaining amount after spending $6 on snacks. So, the amount Brady saves every week is (X + $2.50) - $6.

We know that Brady saves a total of $72. Therefore, we can set up the equation:

[(X + $2.50) - $6] * W = $72

Here, W represents the number of weeks it takes Brady to save $72.

Now let's solve this equation to find the value of W.

(X - $3.50) * W = $72

X - $3.50 = $72 / W

X = ($72 / W) + $3.50

Now let's move on to finding out how much money Max gets every week.

According to the given information, Max saves $52. Therefore, we can set up the equation:

X * M = $52

Here, M represents the number of weeks it takes Max to save $52.

Now let's solve this equation to find the value of X.

X = $52 / M

Now we have the equations:

X = ($72 / W) + $3.50

X = $52 / M

Unfortunately, we don't have enough information to solve for both W and X at the same time. If you provide the value of either W or M, I can help you find the remaining value.

Answer 4

To determine how many weeks it takes Brady to save $72, we can set up an equation based on the given information. Let's say Max gets x dollars each week.

According to the first sentence, Brady gets $2.50 more for his allowance than Max does. Therefore, Brady gets x + $2.50 dollars every week.

We know that the total amount saved is the difference between the amount received and the amount spent. Let's write down this equation:

72 = (x + $2.50) * w - $6

Where "w" stands for the number of weeks. We subtract $6 because they spend that amount on snacks every week.

We also know that Max saves $52, so we can set up a similar equation for Max:

52 = x * w - $6

Now, let's solve for the unknowns.

First, let's solve the equation for Max:

52 = x * w - $6

We can add $6 to both sides of the equation to isolate the term "x * w":

52 + $6 = x * w

58 = x * w

Now let's solve the equation for Brady:

72 = (x + $2.50) * w - $6

By simplifying the equation, we have:

72 + $6 = (x + $2.50) * w

78 = (x + $2.50) * w

Now, we can use the two equations to find the value of x, which represents the amount Max gets every week.

58 = x * w
78 = (x + $2.50) * w

Divide the second equation by the first equation to eliminate the variable "w":

78/58 = (x + $2.50)/x

By simplifying the equation, we have:

1.34 ≈ (1 + ($2.50/x))

Now, let's solve for x:

1.34 ≈ (1 + ($2.50/x))

1.34 - 1 ≈ $2.50/x

0.34 ≈ $2.50/x

Cross-multiply:

0.34x ≈ $2.50

Now, divide both sides by 0.34 to isolate x:

x ≈ $2.50/0.34

x ≈ $7.35

Therefore, Max gets approximately $7.35 every week.

Now, to determine how many weeks it takes Brady to save $72, we can use the second equation:

72 = (x + $2.50) * w - $6

Substituting in the value of x, which is approximately $7.35:

72 = ($7.35 + $2.50) * w - $6

By simplifying the equation, we have:

72 = $9.85 * w - $6

Now, we can isolate the term "w" by adding $6 to both sides of the equation:

72 + $6 = $9.85 * w

78 = $9.85 * w

Finally, we divide both sides by $9.85 to solve for w:

78 / $9.85 ≈ w

Approximately, w ≈ 7.92

Since the number of weeks cannot be a decimal, we can round up to the nearest whole number.

Therefore, it takes approximately 8 weeks for Brady to save $72.

To summarize:
- Max gets approximately $7.35 every week.
- It takes approximately 8 weeks for Brady to save $72.