Question

Find the value of √17,√26,√37 geometrically and verify algebraically.​

Answer 1

Answer:

Step-by-step explanation: the Square Root of 17

The square root of a number is the number that gets multiplied to itself to give the original number.

√17 = 4.123 × 4.123

the Square Root of 26

The square root of a number n is written as √n. This number when squared or multiplied by itself results in the original number n. The square root of 26 can be written in multiple ways

Radical form: √26  

Decimal form: 5.09902

Exponent form: (26)1/2                                                                                                               the Square Root of 37

The square root of 37 is 37 raised to the power ½. 37½ = (number × number) ½ = √37

6.082 × 6.082 = √37 and - 6.082 × - 6.082 = √37

√37 = ± 6.082

The square root of 37 in its simplest radical form = √37