CW: Log and Exponential Form

 $What\ is\ the\ value\ of\log_7343?$  

Solve for X

 $\log100=x$  

• x = 2

• x = 10

• x = 100

• x = 4

Solve for x:
 $\ln4x=8$ 

• 6.53

• 1.21

• 745.24

• -1.21

Rewrite in logarithmic form:

6² = 36

• log₆ 2 = 36

• log₆ 36 = 2

• ln 36 = 2

• 6³⁶ = 2

Solve the equation for x:

 $\ln\left(3x\right)=9$  

• 60.257

• 2.232

• 2701.028

• 24309.252

Change y = a^x into log form.

• x = log_ay

• y = log_ax

• x = log_ya

• y = log a

Rewrite as a log: 11^y = x

• log₁₁(y) = x

• log_y(11) = x

• log₁₁(x) = y

• log_x(y) = 11