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

Question

Responses

100 and 121
100 and 121

300 and 400
300 and 400

290 and 325
290 and 325

289 and 324

Answer 1

To determine which two perfect squares \(\sqrt{300}\) lies between, we should find the perfect squares closest to 300.

1. The perfect square just below 300 is \(17^2 = 289\).
2. The perfect square just above 300 is \(18^2 = 324\).

Since \(\sqrt{300}\) lies between \(\sqrt{289}\) and \(\sqrt{324}\), the answer is between 289 and 324.

So the correct response is:

289 and 324.