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What are all the square roots of 196?
They are +14 and -14
What are all the real square roots of negative 196?
14i
Real square roots of -196?
None. The square of any real number must be non-negative.
What are the two square roots of 0.0256?
√0.0256 = ± 0.16 The two square roots are 0.16 and -0.16.
What are the square roots of 256?
256 has two square roots: 16 and -16.
What are the two square roots for 196?
The square roots of 196 are 14 and -14.
What are all the square roots of 196?
They are +14 and -14
What are all the real square roots of negative 196?
14i
Real square roots of -196?
None. The square of any real number must be non-negative.
What are the two square roots of 0.0256?
√0.0256 = ± 0.16 The two square roots are 0.16 and -0.16.
What is the square root of 169 196?
169 and 196 are perfect squares. Their square roots are 13 and 14 respectively. The perfect squares from 1^2 to 16^2 are: 1,4, 9, 16, 25, 36, 49, 64, 81, 100, 144, 169, 196, 225, 256. It is useful to memorize the perfect squares, as it makes estimating square roots easier. In case you wanted to find the square root of 169,196, the answer is roughly 411.334414... The square roots of integers which are not perfect squares are irrational, so they can not be expressed exactly as a sequence of digits.
What are the square roots of 256?
256 has two square roots: 16 and -16.
What is two square roots of the number 169?
The two square roots of the number, '169', are +13 and -13 .
What is the square root of -196?
Since it is a 'minus' number you cannot take the square root , without going into IMAGINARY Numbers. Hence sqrt(-196) = sqrt(-1) X sqrt(196) = 'i' x 14 = 14i NB THe small case 'i' is used in mathemtics to indicate imaginary numbers. NNB If you can find the 'sqrt'(-1)' then let the mathematical world. know. It is a problem to be solved.
What is the two square roots of 81?
Both 9 and -9 are square roots of 81
What are the 2 square roots of 4900?
The two square roots are +70 and -70 .
What are the 2 square roots of 18?
The two square roots of 18 are: 4.242641 and -4.242641
