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WorksheetsMid Term Review Objectives 23-25,38-40 CC,AT,NM
Total questions: 12
Worksheet time: 3hrs 0mins
Use the change of base formula to solve the logarithm: log212
3.5850
0.2789
0.3249
3.2789
Use the change of base formula to solve the logarithm: log425
0.43
0.84
2.32
0.6
Expand log45x3y
log45+log43x+log4y
log45+3log4x +log4y
log45−3log4x−logx4y
3log45+log4x+log4y
Condense 21log10x+3log10(x+1)
log10(x(x+1))
23log10(2x+1)
log10(x+1(x2))
log10(x(x+1)3)
Solve the logarithm and check for extraneous solutions. log4(x+5)=log4(13−x)−log4(x−3)
4, -7 extraneous
4, -7
-7, 4 extraneous
no solution
Solve the equation and check for extraneous solutions. e2x−7ex+10=0
5.023, 3.227
1.609,0.693
11.12, 8.779
0.6033, 1.902
Which is the correct graph of y=sin(x)?
Which is the correct graph of y=cos(x)?
Find the period and amplitude of the function y=−4cos(x+1)
Amplitude: 1
Period: 4π
Amplitude: 4
Period: 4π
Amplitude: 4
Period: 2π
Amplitude: 1
Period: 2π
Find the period and amplitude of the function y=6sin(πx−3)
Amplitude: 3
Period: 2
Amplitude: 6
Period: 2π
Amplitude: 3
Period: 2π
Amplitude: 6
Period: 2
Write the a sine function given the graph.
y=8sin(2x+4π)
y=−4sin(21x−4π)
y=4sin(2x−4π)
y=−8sin(21x+4π)
Write a cosine function given the graph.
y=2cos(x+π)+1
y=3cos(x+π)+2
y=2cos(x+π)+1
y=3cos(2x+π)+5
