hanna shops for socks that cost $2.99 for each pair and blouses that cost $12.99 each. let x represent the…

hanna shops for socks that cost $2.99 for each pair and blouses that cost $12.99 each. let x represent the number of pairs of socks purchased, and let y represent the number of blouses purchased. which equation models the purchases she made with $43.92?\no x + y = 15.98\no x + y = 43.92\no 43.92x - 2.99y = 12.99\no 2.99x + 12.99y = 43.92

hanna shops for socks that cost $2.99 for each pair and blouses that cost $12.99 each. let x represent the number of pairs of socks purchased, and let y represent the number of blouses purchased. which equation models the purchases she made with $43.92?\no x + y = 15.98\no x + y = 43.92\no 43.92x - 2.99y = 12.99\no 2.99x + 12.99y = 43.92

Answer

Explanation:

Step1: Calculate cost of socks

The cost of each pair of socks is $2.99 and the number of pairs is $x$, so the total cost of socks is $2.99x$.

Step2: Calculate cost of blouses

The cost of each blouse is $12.99 and the number of blouses is $y$, so the total cost of blouses is $12.99y$.

Step3: Set - up total cost equation

The total amount spent is $43.92$. So the equation representing the total cost of purchases is the sum of the cost of socks and blouses equal to the total amount spent, i.e., $2.99x + 12.99y=43.92$.

Answer:

D. $2.99x + 12.99y = 43.92$