You are given the numbers √1,815 and √3,025. Are the numbers rational?

A. Only √ 1,815 is rational

B. Only √ 3,025 is rational

C. Both numbers are rational

D. Both numbers are irrational

A rational number is an integer that either doesn't have a decimal or has a decimal that either repeats or terminates (ends). Basically, if these square roots come out to be an integer, they're rational.

The first one comes out to be 4 2.6028168083, so obviously not rational.

The second one comes out to be 55, so it is rational.

B is your answer.

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