. For each substance, find the pH from the given hydronium ion concentration. (a) coffee, 1.26×?10?^(-5) (b) milk, 2.51×?10?^(-7) (c) lutefisk, 5.01×?10?^(-12)
Use the change-of-base theorem to find an approximation to four decimal places for each logarithm. (a) log_4?100 (b) log_100?15 (c) log_π?100 im so lost
I have no idea on how to explain this out at all.
How do I explain it into words?
How do I explain in words how I get this answer.
I am having issues with how to word out this whole thing, math is one of my most weakest link as a student especially when it comes to explaining a problem out. I need help simplifying (3x2 -4x +7)...
also i need help on this problem 3(squared+2x2squared)+4(2x2squared+3x2squaredy3squared) its very hard
Find the present value of $3,000.00 if interest is 6% compounded quarterly for 5 years
(a) Given 6^3=216, write an equivalent statement in logarithmic form. (b) Given log_2?√8=3/2, write an equivalent statement in exponential form
X+5 - x-5 x-5 X+5
It shows that you have skipped numbers in the y-axis intervals.
Applications of Rational Equation ...
What are the differences between the Distance Formula, the Midpoint Formula, the Slope Formula, and the Quadratic Formula?
What is each formula used for? Just need brief explanations.
Write log_2?(x-1)+log_2?(x+1)-log_2?(x^2-1) as a single logarithm with a coefficient of 1
two day weekend. The base rental price was $29.95 per day plus 14 1/2 cents per mile. Mark drove 410.85 miles. How much does Mark owe?
Mark Ogara rented a truck from Avis Rent-A-Car for the weekend (2 days). The base rental price was $29.95 per day plus 14 1/2 cents per mile. Mark drove 410.85 miles. How much does Mark owe?
Geometry help please...
a long distance telephone company charges $4.95 per month and $0.07 per minute for phone calls. what is the independant variable quantity in this situation?
Charges 4 dollars and ninety five cents per month.
Find the future value and interest earned if $480.00 is invested at 8% compounded (a) quarterly for 3 years. (b) continuously for 3 years.
Given f(x)=(x+5)^3. (a) Determine whether f(x) is one-to-one. (b) Find a formula for its inverse. (c) Graph f(x) and f^(-1) (x) on the same axis.