Question

How can I solve this exuation for x? r/(-b) = (x^2+a)/(x^2(x+a)^3)

How can I solve this exuation for x?

r/(-b) = (x^2+a)/(x^2(x+a)^3)


Homework Answers

Answer #1

Thank you very much.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
How can I convert this apply function in R studio apply(trees, 1, function(x) tree_s3(x[1],x[2],x[3])) into a...
How can I convert this apply function in R studio apply(trees, 1, function(x) tree_s3(x[1],x[2],x[3])) into a for loop?
lim[x→π/2]7cos(7x)sec(5x),what's the answer? how can i solve it?
lim[x→π/2]7cos(7x)sec(5x),what's the answer? how can i solve it?
can i get an explenation on how to solve this , i forgot the formula so...
can i get an explenation on how to solve this , i forgot the formula so a solution with the formula would be appreciated For the following values of (v, k, r) either construct a design on v points, blocks of size k and each point in r blocks, or explain why such a design cannot exist. (i) (v, k, r) = (9, 3, 4). (ii) (v, k, r) = (9, 6, 8).
r(x)= x^2+4x+3 divided by (x-5)(x-2)(x+3) a. determine the domain of r(x) b. determine the zeros, vertical...
r(x)= x^2+4x+3 divided by (x-5)(x-2)(x+3) a. determine the domain of r(x) b. determine the zeros, vertical asymptotes and holes c. determine the y intercept of r(x) d. determine the equation of the horizontal asymptote of r(x)
lim x→0 ((1+sin)^cotx-e)/tanx How can I solve it? lim x→0 ((1+sinx)^cotx-e)/tanx I missed x
lim x→0 ((1+sin)^cotx-e)/tanx How can I solve it? lim x→0 ((1+sinx)^cotx-e)/tanx I missed x
1. Solve sin(x)= √2/2 over the interval [0,2π). 2. Solve 4cos(x)+1=3 over the interval [0,2π). 3....
1. Solve sin(x)= √2/2 over the interval [0,2π). 2. Solve 4cos(x)+1=3 over the interval [0,2π). 3. Solve cos^2(x)+6=7 over the interval [0,2π). 4. How many solutions are there for the equation 4cos(x)+5=6 over the interval [0,2π).
Represent (-i)^n (i.e.(-i)^2, (-i)^3, (-i)^4....) in the a+b*i and R*exp(i*theta) form.
Represent (-i)^n (i.e.(-i)^2, (-i)^3, (-i)^4....) in the a+b*i and R*exp(i*theta) form.
Let I= (x2 +2) in Z7 [x] , and let R be the factor ring Z7...
Let I= (x2 +2) in Z7 [x] , and let R be the factor ring Z7 [x] / I. a) Prove that every element of R can be written in the form f + I where f is an element of Z7 [x] and deg(f0< or =2 or f=0. That is, R={ f + I : f in Z7 [x] and (deg (f) , or=2 or f=0)}
5. Part I If f(x) = 2x 2 - 3x + 1, find f(3) - f(2)....
5. Part I If f(x) = 2x 2 - 3x + 1, find f(3) - f(2). A. 0 B. 7 C. 17 Part II If G( x ) = 5 x - 2, find G-1(x). A. -5x + 2 B. (x + 2)/5 C. (x/5) + 2 Please help me solve this problem and if you can please also show or explain how you got that answer. Thank you! :)
Hi, I don’t know how to solve this problem. Can you solve for me step by...
Hi, I don’t know how to solve this problem. Can you solve for me step by step... ? Thank you ? The correlation between two variables A and B is .05 with a p-value of .001. What can we conclude? I am guessing that the correlation between A and B is not significant because B is so small (.001.) ? Am I right?