SandiBekka99
SandiBekka99
Today at 3:50 PM
Mathematics
Answered
thanks for all the help
Answer :
thishigopal
thishigopal
Today at 3:56 PM
Answer:
b
Step-by-step explanation:
9(y+6)+2y(y+3)/((y+3)(y+6))= optin b
Answer Link
VIEW ALL ANSWERS ( 94+ )
Other Questions
Sketch the graph of the function y = 3 sin (2x+1). State the amplitude, the period, the phase shift (if any), and the vertical shift (if any). If there is no ph
why would a atomic nucleus give off a particle
For the function Z defined implicitly by the equation e' =xyz, the value of д: at (0.-1.2) is equal to
R is the region bounded by the functions f(x) = -6x2 – 6x + 4 and g(x) = -8. Find the area A of R. Enter answer using exact values
Use the four-step process to find f'(x) and then find f'(1), f'(2), and f'(4). f(x) = 16Vx+4
who was the chief architect of Partition of Bengal?
Solve the inequality for $x$. − 4 x + 9 ≥ − 7 -4x + 9 \geq
what did they. see on both sides of the gravelroad
describe in brief the efforts made by Einstein after he released how atomic bombs will be used as a weapon of destruction .
telugu speech about grandparents day
Solve the triangle. ... Question content area top right Part 1 c 76° a=13.2 74° γ b
Below is the therom to be used If u(t)= (sin(2t), cos(7t), t) and v(t) = (t, cos(7t), sin(2t)), use Formula 4 of this theorem to find [u(t)-v(t)] 4. d [u(t) v(t
Find the following limits. (a) lim sin 8x x→0 3x (b) lim |4−x| x→4− x2 − 2x − 8
Given and ƒ'(−3) = −2 and f(−3) = 3. Find f'(x) = and find f(3) = = Note: You can earn partial credit on this problem. ƒ"(x) = 7x +3
A *blank* can illustrate your achievements that are difficult to display in a cover letter or a resume
Consider the curve defined by the equation y3a + 42. Set up an integral that represents the length of curve from the point (-1,-7) to the point (3,93) JO
(1 point) Evaluate the integrals. [(9 - 9t)i + 2√/1j+ (3)1 ] dt = */6 [(9 sec t tan t)i + (2 tan t)j + (3 sint cos t -T/4 t) k] dt = #
Let R be the region in the first quadrant bounded above by the parabola y=4-x²and below by the line y = 1. Then the area of R is:
e^infinity=? 1^infinity=? (1/2)^infinity=? -1^infinity find these things.
17,27,33,37 182 CHAPTER 3 Differentiation Rules (x) = √ √ √ + √x 17. g(x) 18. W(t)=√1 - 2e¹ 19. f(x)= x(x + 3) 20. F(t) = (2x - 3)² 21. y = 3e + 22. S(R)= 4TR²
