This problem involves the Rule of 70, which gives quick estimates of the doubling time of an exponentially growing quantity. If r% is the annual growth rate of the quantity, then the Rule of 70 says Doubling...

This problem involves the Rule of 70, which gives quick estimates of the doubling time of an exponentially growing quantity. If r% is the annual growth rate of the quantity, then the Rule of 70 says Doubling...

Given that log_2(3) • log_3(4) • log_4(5)..... log_n-1(n) • log_n(n+1) = 10, find the value of n. NEED ANSWER ASAP

a. linear b. quadratic c. logarithmic d. inverse e. exponentia

Determine if True or False. *small # under log 1) log*5(xy)=(log*5x)(log*5y) 2) log*5 4= log4/log5 ...

1) log(x-y)=logx-logy 2) log(x/y)=logx-logy 3) ln0=1

show work

(hint: m is positive number)

Evaluate the expression: A) 1/3 B) 3/10 C)5 D)3

1/2log6(9)-(3log6(X)+2log6(Y)) + 1/3log6(8) 6 is the log base

log5(7r-7)=log5(r^2+5)

2(log5(18)-log5(3)) +1/2log5 1/16

1. Use the properties of logarithms and transformations to describe how the graph of g(x)=ln(e^2x) 2. Simplify: log(1-1/x)-log(1+1/x) I need help with these two problems...

I have a calculus assignment and this is one of the questions, but I am not allowed a calculator.

0.30 = log(x) 0.30 = ln(y) log(1.3)= ln(1.3)=

I"M DYING

log4(x+5)+log4(x-4)=log4(3x+4)

〈a+b〉3

what is the 〈a+b〉2

Using; A=Pert a) What year will cesium-137 level be half as much as immediately after the 2011 X disaster? b) In what year will cesium-137 level...

I need to know the steps of both of these