Matt Wolf - Central Bucks School District
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#6
#14
1) [pic]_______
2) [pic]_________
3) [pic]_________
4) ____________
5) ID @ ________
HA @ y = ____
6) ID @ ________
HA @ y = ____
7) ____________
8) ____________
9) ____________
10) ____________
11) [pic]_________
12) ____________
13) ID @ ________
VA @ x = ____
14) ID @ ________
VA @ x = ____
15) ____________
16) ____________
17) [pic]_________
18) [pic]_________
19) [pic]_________
20) ____________
1) Evaluate the exponential function [pic] at [pic]. No exponents in your solution.
2) Write the logarithmic function [pic] as an exponential function and solve for x.
3) Solve [pic] for x.
4) Describe in words (up/down, left/right, etc.) the shifts/transformations of [pic].
5) Identify the coordinates of the identifying point and the equation of the asymptote of the function [pic].
6) Sketch the graph of the function[pic] and write the
asymptote equation and the identifying point on the line.
7) Calculate the exact value of [pic] without a calculator.
8) Calculate the exact value of [pic]without a calculator
9) Calculate the exact value of [pic] without a calculator.
10) Write the exponential function [pic]as a logarithmic function.
11) Solve the equation [pic] for x.
12) Describe the shifts/transformations of [pic].
13) Identify the coordinates of the identifying point and the
equation of the asymptote of the function [pic].
14) Sketch the graph of the function [pic] and
write the asymptote equation and the identifying point on the line.
15) Approximate the value of [pic] to the nearest hundredth.
16) Condense the expression [pic] to a single logarithm.
17) Solve the equation [pic] for x. Round solution to the nearest hundredth.
18) Solve the equation [pic] for x. Round solution to the nearest hundredth.
19) Solve the equation [pic] for x. Round solution to the nearest hundredth.
20) Calculate the time it would take for a principal of $6000 to triple at an interest rate of 2.4% compounded once every month. Round solution to the nearest hundredth.
This Study Test is to be completed as preparation for the Unit Test and will be graded as a section of this test.
You are encouraged to use all available resources such as class notes, HW assignments, and the textbook.
Collaboration with classmates is not permitted and copying work is considered cheating and will result in a zero.
[pic]
[pic]
** Please show all work on separate paper and attach – no credit will be given for solutions that are missing work **
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