Reduce the fraction to lowest terms. Do not use spaces in your answer. https://clackamasweb.owschools.com/media/g_ima01_2014/2/49.gif
@SolomonZelman
@midhun.madhu1987
You should cancel out all like terms
Division with powers = subtraction of the powers. Multiplication of powers = addition of the powers. You can only add and subtract like terms, basically x + x only. So right now you have a "division" question with 4 different constants. Divide (aka. subtract) the like terms and see what you get, don't subtract the numbers but rather divide them normally, they're not powers. :P
-2?
You're forgetting the variables. (x^2)/(x)= x. You should do that to the other variables
Yep, don't forget the x's, y's, z's, or they shall be sad.
so you have x^2 on the top and x on the bottom, the power of x on the top = 2 and x on the bottom = 1. Since the division of powers equal subtraction, what is x^2/x?
the result is x..
so how do I put it? x/-2? or what
@jojokiw3 @incomplte
\[\frac{ -2x }{ yz}\]
thank you:)
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