Question

Donna, Chris, and Austin have a total of $93 in their wallets. Donna has $7 more than Chris. Austin has 3 times what Donna has. How much do they have in their wallets?​

Answer 1

Step-by-step explanation:

Let Chris have x dollars

Donna has x+7 dollars

Austin has 3(x+7) dollars

According to the question,

x+x+7+3(x+7)=93

2x+7+3x+21=93

5x+28=93

5x=93-28

5x=65

x=13

Chris has 13 dollars

Donna has 13+7=20 dollars

Austin has 3*20=60 dollars

Answer 2

☀ QUESTION :-☀

Donna, Chris, and Austin have a total of €93 in their wallets. Donna has €7 more than Chris. Austin has 3 times what Donna has. How much do they have in their wallets?

☀ SOLUTION:-☀

$\rightarrow$Let the amount in Chris’s wallet be €x

$\rightarrow$Donna has 7 more than Chrish's wallet = €(x + 7)

$\rightarrow$Austin has 3 times than Donna's wallet = €3(x + 7)

According to the problem, Donna, chris, and Austin have a total of €93 in their wallets.

Therefore,

$\rightarrow$$\red{x + (x + 7) + 3(x + 7) = 93}$

$\rightarrow$ $\green{x + x + 7 + 3x + 21 = 93}$

$\pink{ 5x \:\cancel{+ 28 }= 93}$

$\blue{\cancel{\:\:\:- 28} \: -28 }$

____________

$\purple{ 5x = 65}$

$\orange{ 5x/5 = 65/5 }$ $\blue{ (divide \: by \: both \: by \:5)}$

$\red{\underline{\boxed{\boxed{x = 13}}}}$

$\rightarrow$ Amount in Chris wallet = €x =€13

$\rightarrow$ Amount in Donna's wallet = €(x + 7) = €(13 + 7) = €20

$\rightarrow$Amount in Austin 's wallet = €3(x + 7) = €3(13 + 7) = €3(20) = €60

ANSWER :-

1) Amount in Chris’s wallet: €13

2) Amount in Donna's wallet: €20

3) Amount in Austin's wallet: €60