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Simplifying a complex algebraic expression?
Hello, I was doing some Trig work, and I came up with this expression
((-2*sqrt(2))*1/2) + (1/3 * (-sqrt(3)/2))
I cannot seem to figure out how to simplify this eexpression after multiplying, if someone could help me, I would really appreciate it, best answer gets 10 points. Thanks
2 Answers
- Anonymous7 years ago
-1*sqrt(2) + [(-1/6)*sqrt(3)]
then put under 1 denominator.
-[6sqrt(2) + sqrt(3)] / 6
- BigmanLv 47 years ago
(-2sqrt(2) * (1/2)) + ((1/3) * (-sqrt(3)/2)))
(-sqrt(2)) + (-sqrt(3)/6))
multiply everything by 6
(-6sqrt(2)/6) + (-sqrt(3)/6)
(-6sqrt(2) - sqrt(3))/6