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Trigonometry
Simplify:
Log 2 16
A. 256
B. 8
C. 4
Log 2 16
A. 256
B. 8
C. 4
Trigonometry
Solve for X:
Log 3 X =2
A. 18
B. 9
C. 6
Log 3 X =2
A. 18
B. 9
C. 6
Trigonometry
Write in Logarithmic Form:
125=5 ^ 3
A. Log (base 125) 5 = 3
B. Log (base 3) 125 = 5
C. Log (base 5) 125 = 3
125=5 ^ 3
A. Log (base 125) 5 = 3
B. Log (base 3) 125 = 5
C. Log (base 5) 125 = 3
Trigonometry
prove the identity cos³2A+3cos2A=4(cos^6A-sin^6)
Trigonometry
prove:
sina A/1+cosA=1-cosA/sinA
sina A/1+cosA=1-cosA/sinA
Trigonometry
Simplify:
Log 2 16
A. 25
B. 8
C. 4
Log 2 16
A. 25
B. 8
C. 4
Trigonometry
Solve for X:
Log 2 16 = X
A. 8
B. 256
C. 4
Log 2 16 = X
A. 8
B. 256
C. 4
Trigonometry
Solve for X:
Log 3 X = 2
A. 18
B. 9
C. 6
Log 3 X = 2
A. 18
B. 9
C. 6
Trigonometry
Write in Exponential Form:
Log 8 1 = 0
A. 0^8 = 1
B. 1^0 = 8
C. 8^0 = 1
Log 8 1 = 0
A. 0^8 = 1
B. 1^0 = 8
C. 8^0 = 1
Trigonometry
Write in Exponential form:
Log 10 100 = 2
A. 10^ 100 = 2
B. 2^100 = 10
C. 10^2 = 100
Log 10 100 = 2
A. 10^ 100 = 2
B. 2^100 = 10
C. 10^2 = 100
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