Simplify::::
1) (0.056)^2/3
In logarithmic way!
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Answers
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Can simply put it in your calculator and get the answer.
the answer is that .056^(2/3) = .14637...
using logs to solve this is just a round about way to get to the same answer.
i'll do it just to show you.
start with:
y = .056^(2/3)
take the log of both sides of the equation to get:
log(y) = log(.056^(2/3))
since log(.056^(2/3)) = 2/3 * log(.056), your equation becomes:
log(y) = 2/3 * log(.056)
solve for log(y) to get:
log(y) = -.83454...
Answer:
Step-by-step explanation:
y = .056^(2/3)
take the log of both sides of the equation to get:
log(y) = log(.056^(2/3))
since log(.056^(2/3)) = 2/3 * log(.056), your equation becomes:
log(y) = 2/3 * log(.056)
solve for log(y) to get:
log(y) = -.83454...
log(y) = -.83454... if and only if 10^-.83454... = y
use your calculator to find 10^-.83454... to get y = .14637...