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Square roots of Prime nos are irrational ex square root of 3 (a prime number)

is approx.. 1.73205080757 so prime no do have square roots but are irrational

is approx.. 1.73205080757 so prime no do have square roots but are irrational

Certified answers contain reliable, trustworthy information vouched for by a hand-picked team of experts. Brainly has millions of high quality answers, all of them carefully moderated by our most trusted community members, but certified answers are the finest of the finest.

Prime numbers and other numbers all have square roots. All real numbers like 1, 2, 3.444444, 5/6 , √5, 9 , 0197 -- have all square roots. The number has to be a positive number or zero to have a square root.

For some numbers the square root is an integer or a rational number.

For some numbers, square root is irrational. You cannot write it as p/q like 4/5...

Prime numbers like 2, 7 , 11, 127 all have square roots, but they are not written as 2.3389484.. as their decimal digits are endless. So we write them as

√2, √3 , √7, √127 like that.

For some numbers the square root is an integer or a rational number.

For some numbers, square root is irrational. You cannot write it as p/q like 4/5...

Prime numbers like 2, 7 , 11, 127 all have square roots, but they are not written as 2.3389484.. as their decimal digits are endless. So we write them as

√2, √3 , √7, √127 like that.