The price of oranges went from $.90 per lb to $1.20 per lb in five years. Find the rate of change of the price of oranges.

A) $0.30 per pound per year

B) $0.06 per pound per year

C) $0.24 per pound per year

D) $0.18 per pound per year

Question

Mathematics

Yazmin Haney

20 January, 01:04

The price of oranges went from $.90 per lb to $1.20 per lb in five years. Find the rate of change of the price of oranges.

A) $0.30 per pound per year

B) $0.06 per pound per year

C) $0.24 per pound per year

D) $0.18 per pound per year

+1

Answers (1)

Know the Answer?

Agustin Nash · Answer 1

Rate is an expression for a change of some unit per unit of time. For this problem, we find the rate of change of the price by a simple equation which is expressed as:

Rate = change in price / change in time

Rate = ($1.20/lb - $0.90/lb) / 5 yrs - 0

Rate = $0.06 per lb per year

Thus, the answer is B.

The price of oranges went from $.90 per lb to $1.20 per lb in five years. Find the rate of change of the price of oranges.A) $0.30 per pound per yearB) $0.06 per pound per yearC) $0.24 per pound per yearD) $0.18 per pound per year

The price of oranges went from $.90 per lb to $1.20 per lb in five years. Find the rate of change of the price of oranges.

A) $0.30 per pound per year

B) $0.06 per pound per year

C) $0.24 per pound per year

D) $0.18 per pound per year