Solving an Equation with Radicals - Problem 12 242 views
One of the most common errors made when working with exponents and roots is assuming that root (a- squared plus b-squared) = a plus b . As with any property, you could test this by plugging in numbers that make more sense: try substituting 3 for a and 4 for b, to see if the root (9 + 16) = 3 + 4 . (It does not, since 5 does not equal 7.) Rather, if you're asked to solve an equation that involves the root of the sum or difference of two perfect squares, you will "undo" the root by squaring both sides of the equation.
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