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Basic Math Questions: (a^b)(a^b)= ? (a^b)(c^d)= ? , (X^ [1/3)])^2 = ?
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a^2b a^b x c^d x^2/3
\[ a^{b} a ^{b} = a ^{2b}\]\[a ^{b}c ^{d}= a ^{b}c ^{d}\]\[(x ^{1/3})^{2} = x ^{2/3}\]
for the third one, are we adding the 1/3 s? and in the first one, is that like adding the powers together?
first one = adding power third multiplying the power together
nope, 1/3 + 2 = 4/3
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1/3 + 2 = 7/3 .... and it's not adding the power!!!
is this how we get x^ (2/3)? (1/3)+(1/3) = (2/3) ?
no! (1/3)*2 = (2/3)
\[ x ^{a}\times x ^{b} = x ^{a+b}\]\[(x ^{a})^{b} = x ^{ab}\]
Perfect! Thanks :)
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