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(10x(x^3+1)-5x^2(3x^2))/(x^3+1)^2 This somehow turns into -5x^4+10x/(x^3+1)^2 Can you explain how? Thanks!
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ax(x^b) = ax^(b+1)
expand the brackets and then collect like terms...
can't do it
ok... so we'll do it in bits... do you know the power law for multiplication..? \[x^a \times x^b = x^{a + b}\]
so what happens to \[10x \times x^3 + 10x \times 1 =\]
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yea I tried that on the 5x and the 3x
and you also need to look at \[- 5x^2 \times 3x^2 = \]
what would you get...?
-15x^4
and the other part..?
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I dont know :/
\[10x^1 \times x^3 + 10x \times 1 = \]
can you simplify this..?
10x^4+10x
ok thats good so you have |dw:1350180912937:dw| do you know about adding and subtracting like terms..? If so can you simplify the above?
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