Question

Zoe compares the price of a sweatshirt at two stores. At Store A, the sweatshirt costs $25. A friend told her that the sweatshirt costs 30% more at Store B.

Zoe wrote the expression 25+0.3(25) to find the price of the sweatshirt at Store B.


Which equivalent expression could she also use to find the price of the sweatshirt at Store B?


1+0.3(25)

(1−0.3)25

(1+0.3)25

25 + 0.3

Answer 1

Answer: The correct answer is (1+0.3)25

Step-by-step explanation: Hope this help

From k12

Answer 2

C.) (1+0.3)25

Explanation:

One way to find the price at store B is doing 130%/100% x 25. That equals to 32.5

If you use the expression on C, which is basically 1.3x25, you get the same answer which is 32.5