SOLUTION: Simplify
A.
{{{a^(1/4) * a^(2/5) * a^(-1/10) }}}
with the question above my book says the answer is a^(11/20) but i don't understand how this answer has been reached! If
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Exponential-and-logarithmic-functions
-> SOLUTION: Simplify
A.
{{{a^(1/4) * a^(2/5) * a^(-1/10) }}}
with the question above my book says the answer is a^(11/20) but i don't understand how this answer has been reached! If
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Question 997231: Simplify
A.
with the question above my book says the answer is a^(11/20) but i don't understand how this answer has been reached! If you could show the working that would be great!
B.
This one I'm just not sure how to simplify with the square roots so work out would be great once again!
Thank you so so much! Found 2 solutions by josgarithmetic, MathTherapy:Answer by josgarithmetic(39618) (Show Source):
You can put this solution on YOUR website! Question #A.
Know the rules for exponents.
In restated rational numbers, because page rendering may be a problem, those exponents are , , and .
You can put this solution on YOUR website! Simplify
A.
with the question above my book says the answer is a^(11/20) but i don't understand how this answer has been reached! If you could show the working that would be great!
B.
This one I'm just not sure how to simplify with the square roots so work out would be great once again!
Thank you so so much!
A) a1/4 + a2/5 - a1/10
a(1/4 + 2/5 - 1/10) -------- Multiplying expressions with same base, so exponents are added
a(5/20 + 8/20 - 2/20) ----- Converting fractions to LCD, 20 , or a11/20
B). --------- Combining RADICANDS into one (1) RADICAL , and FINALLY: