1.) Solve for "X"
log (x2-1) = 2
2.)log x 8 = -1
Thank you!!
log (x2-1) = 2
2.)log x 8 = -1
Thank you!!
-
Lacee -
I'm going to have to sort of guess at your symbols ...
(1) log[x^2 - 1] = 2, now raise both sides by 10
10^{log[x^2 - 1]} = 10^2 = 100, now the left side will simplify to:
x^2 - 1 = 100
x^2 = 101
x = +/- sqrt 101 = approx +/- 10.05
(2) log x^8 = -1
same procedure raise both sides by 10
10 ^ { log x^8] = 10^-1 = 1/10
x^8 = 1/10
x = +/- (1/10) ^(1/8) = approx. +/- 0.75
Hope that helps
I'm going to have to sort of guess at your symbols ...
(1) log[x^2 - 1] = 2, now raise both sides by 10
10^{log[x^2 - 1]} = 10^2 = 100, now the left side will simplify to:
x^2 - 1 = 100
x^2 = 101
x = +/- sqrt 101 = approx +/- 10.05
(2) log x^8 = -1
same procedure raise both sides by 10
10 ^ { log x^8] = 10^-1 = 1/10
x^8 = 1/10
x = +/- (1/10) ^(1/8) = approx. +/- 0.75
Hope that helps