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Fill in the _____
Solving Simple Equations
Exponential Equations
Logarithmic Equations
100
To _______ an equation for x means to find all values of x for which the equation is true.
Solve/Evaluate
100
Solve for x. 4^x = 16
x = 2
100
Solve. 2^x =4^(x+1)
What is -2?
100
Solve for x algebraically. Logx=-3
x = 0.001
200
a^x = a^y, if and only if _________.
x = y
200
Solve for x. ln x - ln 2 = 0
x = 2
200
Solve. 5^-x² =5^(x²-2x)
What is x=0 or 1?
200
Solve for x algebraically. Log(base 2)x -7=0
x = 128
300
log base a of x = log base a of y if and only if __________.
x = y
300
Solve for x. (1/4)^x = 64
x = -3
300
Solve for x algebraically. Then, approximate the result to three decimal places. 4(3^x) = 20
x = 1.465
300
Solve for x algebraically.Then, approximate your answer to three decimal places. 3Log(base 4)5x =10
x =20.319
400
Log base a of a^x = ___________.
x
400
Solve for x. e^x = 2
x = ln 2 (approximately 0.639)
400
Solve for x algebraically. 10^x -9=19
x = 1
400
Solve for x algebraically. Then, approximate your answer to three decimal places. 2 - 6 Log x = 10
x = 0.046
500
a^(log base a of x) = ____________.
x
500
Solve for x. Log base 5 of x = 1/2
x = 5^(1/2) which is approximately 2.236
500
Solve for x algebraically. Then, approximate your answer to three decimal places. 2^(3-x) = 565
x = -6.142
500
Solve for x algebraically. Logx-Log3 =2
What is 300?