SOLUTION: For each of the following equalities, determine the value(s) of x that makes the equation true. If there is more than one value, enter the values as a comma-separated list.
a. 9
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-> SOLUTION: For each of the following equalities, determine the value(s) of x that makes the equation true. If there is more than one value, enter the values as a comma-separated list.
a. 9
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Question 1124414: For each of the following equalities, determine the value(s) of x that makes the equation true. If there is more than one value, enter the values as a comma-separated list.
a. 9 1/2=x
b. x^2=64
c. n^4.5*n^5=n^x
d. m^9.9/m^6=m^x Answer by Boreal(15235) (Show Source):
You can put this solution on YOUR website! x=3, since the sqrt(9)=3
x=8 and -8
n^x=n^9.5, so x=9.5
here, one subtracts and obtains x=3.9
