a florist shop represents its first months sales with the equation $y = 168x + 8$, where $x$ represents the…

a florist shop represents its first months sales with the equation $y = 168x + 8$, where $x$ represents the number of days that the shop is open and $y$ represents the sales in dollars. the owner of the shop would like to calculate the number of days it took to reach $3,200 in sales. which would be used to solve the problem?\nsubstitute 3,200 for $x$.\nadd 8 and 3,200.\ndivide 3,192 by 168.\nisolate $y$ in the equation.

a florist shop represents its first months sales with the equation $y = 168x + 8$, where $x$ represents the number of days that the shop is open and $y$ represents the sales in dollars. the owner of the shop would like to calculate the number of days it took to reach $3,200 in sales. which would be used to solve the problem?\nsubstitute 3,200 for $x$.\nadd 8 and 3,200.\ndivide 3,192 by 168.\nisolate $y$ in the equation.

Answer

Explanation:

Step1: Identify the given values

The sales equation is $y = 168x+8$, and $y = 3200$.

Step2: Substitute $y$ value

Substitute $y = 3200$ into the equation: $3200=168x + 8$.

Step3: Solve for $x$

First, subtract 8 from both sides: $3200 - 8=168x$, so $3192 = 168x$. Then, to find $x$, we need to divide 3192 by 168.

Answer:

Divide 3,192 by 168.