Exponential Equations
Exponentials
Logarithms
Logarithm Properties
Logarithmic Equations
100
9^x=3
What is 1/2
100
8^(4/3)
What is 16
100
log(1)
What is 0
100
log(9)-log(3)=log(x)
What is 3
100
log_base3(81)=2x+2
What is 1
200
16^2x=4
What is 1/4
200
4^(3/2)
What is 8
200
log_base4(64)
What is 3
200
2*log_base5(4)=log_base5(x-4)
What is 20
200
log_base8(2x+2)=2
What is 31
300
3^(4x-1)=9
What is 3/4
300
(8^3)*(8^(1/3))
What is 1024
300
log_base27(3)
What is 1/3
300
log_base3(2)+2*log_base3(2)=(1/2)*log_base3(x)
What is 64
300
log_base8(4x^2)=2
What is -4, 4
400
0.5^3x+3=3.125
What is 1
400
(16^(5/2))+((1/4)^1/2)
What is 1024.5
400
log_base9(27)
What is 3/2
400
(1/2)*log(x+2)+(1/2)*log(x-2)=(2/3)*log(27)
What is sqrt(85)
400
(3/2)*log(9)+log(2)=log(x)
What is 54
500
3^(x^2 +2x+4)=27
What is -1
500
(16^(3/4))*(8^(2/3))*(9^(1/2)=x
What is 48
500
log_base8(4)
What is 2/3
500
2*log_base3(x)-log_base3(x-2)=2
What is log((x^3*4)/3)
500
log(3x+5)-log(x-5)=log(8)
What is 9
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