When you have a function in parentheses with a variable that is squared, you need to multiply the function by itself and use the rules of distribution. Once you have distribute the terms, you need to combine like terms to simplify.Answer and Explanation: To simplify (x - 4)^2 we need ...
Simplify: { \sqrt{\frac{80}{16 } { a) \sqrt{\frac{5}{4 \\b) \sqrt{\frac{4}{5 \\c) \sqrt5 \\d) \sqrt4 } Simplify \frac{2x(x ^2 + 2) ^3 - 6 x ^3(x ^2 + 2)^2}{ ( (x ^2 + 2)^3) ^2} How do you simplify -4 squared? Simplify 3sqrt(2). Simplify ...
Simplify the following: 3x + 2y - 8x - 7y Simplify (x - 7)(x - 3) Simplify: y = arc\sin(\sqrt{3x^{2} - 1}) Simplify completely: \frac{\left(x^3y^3z^5\right)^6}{\left(x^5y^2z\right)^5} . Simplify: (2a^3b^{-4})^2 ...