Elena has 2 fewer hats than Fran. Together, they have 14 hats.

Which equation represents this situation?

h + (n - 2) = 14, where h is the number of hats Fran has

h + (n - 2) = 14, where h is the number of hats Elena has

n - (n - 2) = 14, where h is the number of hats Elena has

n - (n - 2) = 14, where h is the number of hats Fran has

Question

Reyna Beck

Mathematics

6 January, 17:23

Elena has 2 fewer hats than Fran. Together, they have 14 hats.

Which equation represents this situation?

h + (n - 2) = 14, where h is the number of hats Fran has

h + (n - 2) = 14, where h is the number of hats Elena has

n - (n - 2) = 14, where h is the number of hats Elena has

n - (n - 2) = 14, where h is the number of hats Fran has

+5

Answers (1)

Know the Answer?

Victor Stokes · Answer 1

(A) h + (h - 2) = 14, where h is the number of hats Fran has

Step-by-step explanation:

Let h be the number of hats Fran has

Elena has 2 fewer hats than Fran, therefore:

Elena's hats = h-2

Together, they have 14 hats.

This gives:

h + (h-2) = 14, where h is the number of hats Fran has

Therefore, the correct option is A.