In algebra, a radical expression is an expression that contains a variable under root. For example,xand1x2+13are all radical functions. Radical functions are simplified by rationalizing the denominators by multiplying the numerator and the denominator by the conjugate of the denominator. ...
Simplify the radical: sqrt(140) A. 2 sqrt 70 B. It can't be simplified. C. 4 sqrt 35 D. 2 sqrt 35 Simplify the following: square root {1 + (1 / {square root {15)^2} Simplify the following: square root {15} / 4 . 2 / 3 - 1 / 4 . {square root 5} / 3 Simplify ...
64^{-\frac{4}{3 a.\ \dfrac{1}{256}\ b.\ \dfrac{1}{(\sqrt[3]{64})^4}\ c.\ \sqrt[3]{64^{-4\ d.\ -256 Simplify the following radical expression: 4 sqrt (625) Simplify the following radical expression : 4 \sqrt {\frac{(81)}{(16) a) \frac{2}{3} \b) \frac{3...
sqrt(250) Simplified Root : 5 • sqrt(10) Simplify : sqrt(250) Factor 250 into its prime factors 250 = 2 • 53 To simplify a square root, we extract factors which are squares, ... Expansion of (1+2)n https://math.stackexchange.com/questions/1869954/expansion-of-1-...
Rationalizing Denominator is a way on how to simplify the denominator by eliminating the radical. This can be done by multiplying the expression by its conjugate. Lastly, by simplifying, the radical will be eliminated leaving the denominator in its simplest form. Answer and Expl...