Respuesta :
Hi there! The price of one eraser is $0.60
Let the price of an eraser be represented by x.
The price of a pencil is x + 0.25
Now we can set up (and solve) an equation.
8 (x + 0.25) = 6.80
Work out the parenthesis
8x + 2 = 6.80
Subtract 2.
8x = 4.80
Divide by 8
x = 4.80 / 8 = 0.60
Therefore, the price of one eraser is $0.60
Let the price of an eraser be represented by x.
The price of a pencil is x + 0.25
Now we can set up (and solve) an equation.
8 (x + 0.25) = 6.80
Work out the parenthesis
8x + 2 = 6.80
Subtract 2.
8x = 4.80
Divide by 8
x = 4.80 / 8 = 0.60
Therefore, the price of one eraser is $0.60
You are given a relationship between the cost of a pencil and the cost of an eraser.
You are given sufficient information to find the cost of a pencil. Once you have done that, find the cost of the eraser using the given relationship.
8*(pencil cost) = $6.80
pencil cost = $6.80/8 = $0.85
pencil cost = $0.25 + eraser cost
pencil cost - $0.25 = eraser cost
$0.85 -0.25 = eraser cost = $0.60
You are given sufficient information to find the cost of a pencil. Once you have done that, find the cost of the eraser using the given relationship.
8*(pencil cost) = $6.80
pencil cost = $6.80/8 = $0.85
pencil cost = $0.25 + eraser cost
pencil cost - $0.25 = eraser cost
$0.85 -0.25 = eraser cost = $0.60