3.1
3.2
3.3
3.4
3.5
100
2^-x when x = 3.4
What is .0947
100
logrithm function into expotential function: log₁₆4=1/2
What is 16 ^ (1/2)=4
100
Solve: Log base 5 of 9
1.365
100
Solve for X : log6 of (X+5)=2
What is x=31
100
An exponential growth model has the form ______ or ______
What is y=ae^bx, y=ae^-bx
200
Name for 2.718...
What is natural base e
200
find domain of logrithm function: log(x-5)+3
What is x>5
200
Rewrite the logarithm as a ratio: Log base 3 of 14
log14/log3
200
(4+5)^(2X)=81^2
What is x=2
200
A logistic growth model has the form _____
What is y= a/1 + be^-rx
300
Transformations of 2^(x-5) + 3
What is five units right 3 units up
300
find x of logrithm function: log₂(2x-15)=log₂5
What is x=10
300
Name the term: Leta,b,andxbepositiverealnumberssuchthata
Change of base formula
300
ln(2X)=ln(24-4X)
What is x=4
300
Determine the principle P that must be invested at rate r, compounded monthly, so that $500,000 will be available for retirement in t years. r = 5%, t = 10
What is $303,580.52
400
if you deposit $4500 into an account paying 5% annual intrest compounded quarterly, how much money will be in the account after 4 years?
A=$5489.50
400
Logarithm function into expotential function: e⁻⁴=0.0183
What is -4= ln0.0183
400
Condense the expression to the logarithm of a single quantity: log base 2 z - log base 2 y
Log base 2 z/y
400
8=2^(X+2)
What is x=1
400
Determine the time nessasary for $1,000 to double if it is invested at interest rate r compounded (a) annually, (b) monthly, (c) daily, (d) continuously. r = 10%
What is (a) 7.27 years, (b) 6.96 years, (c) 6.93 years, (d) 6.93 years
500
If you deposit $8000 into an account paying 7% annual interest compounded quarterly, how long until there is $12400 in the account?
What is t=6.3
500
log₂₃²³
What is 1
500
Compare the logarithmic quantities. If two are equal, explain why. log base 4 of 5 / log base 4 of 3, log base 4 of 5/3, log base 4 of 5 - log base 4 of 3
log base 4 of 5 / log base 4 of 3 = log base 4 of 5 - log base 4 of 3, quotient property
500
e^(X+16)=e^(3X)
What is x=8
500
Graph 6 + log(x + 2)
What is (shown on board)