Let x be the number of bottles of paint
Since she bought 8 more canvases than bottles of paint
Then;
Let (x+8) be the number of canvases she bought
The cost of each bottle of paint is $1.29
The cost of each canvases is $1.89
The total pretax cost is $37.38
To find the number of bottles of paint and canvases, we will use the equation below;
(each cost of bottle of paint)(no.of bottle of paint) + (each cost of canvases)(no.of canvases) = total pretax cost
Representing the above in an equation;
$1.29(x) + $1.89(x+8) = $37.38
Then, we will go ahead and solve for x
open the parenthesis
$1.29x + $1.89x + $15.12 = $37.38
$3.18x + $15.12 = $37.38
subtract $15.12 from both-side of the equation
$3.18x = $37.38 - $15.12
$3.18x = $22.26
divide both-side of the equation by $3.18
x= $22.26/$3.18
x=7
Bottles of paint = 7
Bottles of canvass = x+8 = 7+8 =15
The correct option is A. 7 bottles of paint and 15 canvases