asked 94.2k views
3 votes
Solve m^4 =625

m= +156.5
m= +5
m cannot be found
m= +125
Please look at picture

Solve m^4 =625 m= +156.5 m= +5 m cannot be found m= +125 Please look at picture-example-1

1 Answer

6 votes

Answer:

m = +/- 5

Explanation:

We can solve the equation by taking the fourth root of both sides.


+/-\sqrt[4]{m^4}=+/-\sqrt[4]{625} \\m=5\\m=-5

(5)(5)(5)(5) = 625

(-5)(-5)(-5)(-5) = 625

The +/- in the answers come from the fact that whenever you have a even exponent (e.g., x^2 or m^4), you always get a positive answer, even if the base you're raising to the particular exponent is negative

answered
User Ghchinoy
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