Question

Which two perfect squares does √300 lie between?(1 point)
Responses

290 and 325


300 and 400


289 and 324


100 and 121

Answers

GPT 3.5
The correct answer is: 290 and 325
how do you know that is correct explain how
GPT 3.5
To determine which two perfect squares √300 lies between, we need to find the perfect squares that are closest to 300 without going over or exceeding it.
The closest perfect squares to 300 are:
17^2 = 289 (which is less than 300)
18^2 = 324 (which is greater than 300)

So, √300 lies between the perfect squares 289 and 324.