Question

Jen has driven 15 mi. on her way to the mall. This distance is 3/5 of the total distance. If d represents the total distance in miles, which equation can be used to find d?

Answer 1

To find the total distance Jen needs to drive to the mall, the equation d = 15 mi × (5/3) is used, which yields a result of 25 miles as the total distance.

Step-by-step explanation:

The student is asking how to find the total distance Jen must drive to get to the mall if 15 miles is 3/5 of this total distance. To solve for the total distance, represented by d, we set up the equation with the known values:

15 mi = (3/5)d

To find d, the total distance, we need to divide both sides of the equation by 3/5, which is equivalent to multiplying by the reciprocal (5/3). So, the equation to find d is:

d = 15 mi × (5/3)

By performing the multiplication, we find:

d = 25 mi

Therefore, the total distance Jen needs to drive to get to the mall is 25 miles.

Answer 2

In order to calculate the total distance, it should be important to understand the given values in the statement. We do as follows:

Initial distance traveled = 15 mi
15 mi = 3/5 x total distance = 3d/5

Solving for d,

15 = 3d/5
d = 25 miles