Tutors Answer Your Questions about Exponential-and-logarithmic-functions (FREE)
Question 568663: I'm not entirely sure this is the right subject, sorry if it's not...
A substance decomposes radioactively. Its half-life is 32 years. Find the constant "k" in the decay formula.
Use this formula instead: 
y= final value
n= initial value
k= constant
t= time
e= antilogarithm
Click here to see answer by solver91311(12118)  |
Question 566148: I am having difficulty comprehending how this is done. Please Help!
Use the formula v= 4/3 pi r^3
1. If the radius of a ball is twice that of another, how many times as big is its volume?
2. If the volume is twice that if a blue ball, how many times as big is its radius?
Thank you
Is
Click here to see answer by Alan3354(21555)  |
Question 566011: Potassium 42 has a decay rate of approximately 5.5% per hour, assuming an exponential decay model, fine the number of hours it will take for the original quantity of potassium 42 to b halved?
Click here to see answer by KMST(582)  |
Question 467405: A grandmother is looking for a plan to finance her new grandchild’s college education. She has $25,000 to invest. Search the internet and locate a long-range investment plan, CD, Savings Bond, etc, for the grandmother. The plan is to earn compound interest.
Calculate the future value of the investment. You must use the advertised interest rate,which is 3.40% the number of compounding periods per year,which and the time the funds will be invested. If you are not given the number of compounding periods a year, make it up.
The principal is $25,000. This is P.
Research the annual interest rate for your investment. This is r.
State the time in years for the investment (as in when the new grandchild will be attending college) which is 18. This is t.
State the number of compounding periods per year.2, This is n.
Model the future value of Grandma’s investment as an exponential function, with time as the independent variable: F(t) = P(1 + r/n) nt
State the future value of Grandma’s investment.
Use the internet or library resources to find the average cost of a college education today; will grandma’s investment be able to cover the cost in today’s dollars; what about in the future?
Summarize your findings in writing using proper style and grammar.
Click here to see answer by deeakram(1) |
Question 565529: Please Help with this. My teacher did not explain how to do these problems.
Use the formula D^3 = 216T^2
1. Find what happens to the duration of a storm if its diameter is doubled.
2. determine how long a storm will last if it has a diameter of 10 mi.
Thank you so much.
Click here to see answer by stanbon(48516) |
Question 563705: Please help with this. I can't understand the way my teacher is trying to explain.
Let "b" be a number such that log(b)3 = 1.5 and log(b)5=2.2
evaluate the following:
1. log (b)15
2. log (b).6
3. log (b)125
4. log (b)(^3sqrt(3))^7
Thank you so much for your help
Click here to see answer by Tatiana_Stebko(1060)  |
Question 563705: Please help with this. I can't understand the way my teacher is trying to explain.
Let "b" be a number such that log(b)3 = 1.5 and log(b)5=2.2
evaluate the following:
1. log (b)15
2. log (b).6
3. log (b)125
4. log (b)(^3sqrt(3))^7
Thank you so much for your help
Click here to see answer by Alan3354(21555)  |
Question 563670: Please help with this. I can't understand the way my teacher is trying to explain.
Let "b" be a number such that log(b)3 = 1.5 and log(b)5=2.2
evaluate the following:
1. log (b)5/3
2. log (b)3b^2
3. log (b)45
4. log (b)(b/15)
Thank you so much for your help
Click here to see answer by josmiceli(6780)  |
Question 561805: PLEASE Help!
I have to answer these
An optical instrument is required to observe stars beyond the sixth magnitude, the limit of ordinary vision, however, even optical instruments have their limitations. The limiting magnitude L of an optical telescope with lens diameter D (in inches) is given by
L=8.8+5.1logD
a) Find the limiting magnitude for a homemade 6-inch reflecting telescope
Thank you so much!!
Click here to see answer by ankor@dixie-net.com(12686)  |
Question 560620: 1) Solve the equation: x+1/11x=36
2) Solve the equation 5m+10=-6+10m
3)One number is twice another.If the largest number is m, how do you express the other number in terms of m?
4) Solve using the addition and multiplication principles , 1+2x<-20
5)Solve 3(4x-1)= 12
Click here to see answer by Maths68(1142)  |
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