Howtosignalprocessing
How to solve √128?
Thus, √128 = √(2×2×2×2×2×2×2) = 8√2. Now, substitute the values of √2 in the above equation. Hence, the square root of 128 in decimal form is approximately equal to 11.313.
How do you reduce square root of 130?
The square root of 130 cannot be written in the form of p/q. Therefore, the square root of 130 is an irrational number.
How to solve √ 40?
The square root of 40 is symbolically expressed as √40. Thus, if we multiply the number 6.3245 two times, we get the original value 40. √40 = ± 6.3245. Square Root of 40 in Decimal Form: 6.3245.
