Michael J. answered 11/07/15
Tutor
5
(5)
Applying SImple Math to Everyday Life Activities
We need to simplify the radicals in each expression. To do this, we break up the radicals by their factors in such a way that will allow us to cancel out the radicals.
Keep this rule in mind:
m√(xn ) = (x)n/m
m√(xm) = x
A)
√(12x5) - √(18x) - √(300x5) + √(98x) =
√4 √3 √(x4) √x - √9 √2 √x - √100 √3 √(x4) √x + √49 √2 √x =
2x2 √(3x) - 3√(2x) - 10x2 √(3x) + 7√(2x)
Combining like terms, we end up with
4√(2x) - 8x2 √(3x)
Do the same for B.
For C and D
Use FOIL to simplify.