Solve:
3^(2y-4)=9^(3y+2)
It is confusing for me when the variables are in the exponents-first, break the 9 down. you get 3^2, right? now since the bases are equal (3 and 3), you can set the exponents
For questions 1–6 identify each sequence as arithmetic or geometric. Then find the common difference or common ratio.
1.13, 19, 25, 31, ...
2.16, 24, 36, 54, ...
3.4, 14, 24, 34, ...
4.1, 4, 16, 6
how can i solve this?
x^2 + x = -2
thankx-to make our job easier lets take the -2 from right hand side(RHS) to the left hand side(LHS) to leave 0 in RHS
we get--- x^2+x+2=0
to solve for x we need t
I thought it was 1 because of PEMDAS but I feel like Im wrong actually.Is it 9 or 1?-Last time I post this
I will break this down as simply as possible and end this debate as approx. 10 students hav
I have an exam tomorrow and I am not quite sure how to solve this type of problem. An explanation would be really helpful.
Thank you!-Note that this may be rewritten as Σ(n=0 to ∞) (1/6) * (5x^2/6)^n
Let X be any set and fix a,b be an element of X. Define T(a,b):X to X by
T(a,b) = x if x is not an element of {a,b}b if x = aa if x = b
Prove that T(a,b) is a permutation by directly computing T(a,b
To make learning math a bit easier for you, Dr. Pan (TucsonMathDoc) has recorded a YouTube video to help visually answer your question.
Please comment on YouTube or Y!A and let her know if it helped.
please do step by step coz im new for this
∫ t²cos t dt-cos t = (sin t)so to do integration by parts we can move the derivative from the cos to the t^2 i.e. to end up with an integrand like 2tsin t a
Let V(t) = 2ln(t).
(i) Find the slope of the function at t = 1.
Interpret your answer.
(ii) Find the equation of the tangent at t = 1.-For this, recall that the derivative of log(t) (ln(t) ) is 1/t
i dont use it that often lol-I wouldnt worry too much about it. Youre probably not alone. And its not like youre guna get quized on it anyways.-Having your tables not memorized isnt a bad thing, I don
The time spent studying and the scores received can best be presented in what type of display?
A. a circle graph
B. a double-bar graph
C. a bar graph
D. a line graph
EASY FOR U MATH GENIOUS, HARD FOR