Rewrite the expression log(2)x + 4log(2)y - 3log(2)z as a single logarithm Log(2)A then the function A would =
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Rewrite the following expression as a single logarithm?
Rewrite the expression log(2)x + 4log(2)y - 3log(2)z as a single logarithm Log(2)A then the function A would =
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Verified answer
Put the coefficients as powers first:
log(2)x + log(2)y^4 - log(2)z^3
If the logs are same base (which they are), then adding means multiply and subtracting means divide. Therefore:
log(2)[(XY^4)/(Z^3)]
Expression As A Single Logarithm
Log (2) xy^4 / z^3
log(2) (xy^4) / (z^3)