Questions LLC
Login
or
Sign Up
Ask a New Question
Mathematics
Calculus
Implicit Differentiation
Find (dy/dx) for the following implicitly defined function:
2x = 3siny - 2y
1 answer
nevermind - i figured it out! :)
You can
ask a new question
or
answer this question
.
Similar Questions
How do I find the value of d^2y/dx^2 for the function defined implicitly by xy^2 + y = 2 at the point (1,-2)?
Top answer:
xy^2+y=2 y^2 dx + 2xy dy+dy=0 dy/dx ( 2xy+1)=y^2 dy/dx= y^2(1/(2xy+1) dy"/dx"= 2y/(2xy+1)
Read more.
A function is implicitly defined
by x^2 - 4y^2 = 9 Find the equation of the tangent to the function at x = 1
Top answer:
2x - 8yy' = 0 y' = x/4y Now we have a problem. The y 9s not defined for x=1. (y^2 would have to be
Read more.
Find the derivative of the function y defined implicitly in terms of x.
y = √(xy+ 9)
Top answer:
This is the second time you have posted a question that I had already answered.
Read more.
Find the derivative of the function y defined implicitly in terms of x.
y = sqrt(xy + 9) Please help! Thanks! :)
Top answer:
Did you mean "with respect to x" ? If so then I would square both sides y^2 = xy + 9 2y dy/dx = x
Read more.
let y be the function of x defined implicitly by the equation x^2 -2xy +2y^4=1. find the value of x where y obtains its maximum
Top answer:
getting dy/dx implicitly , .... 2x -2x dy/dx - 2y + 8y^3 dy/dx = 0 dy/dx( 8y^3 - 2x) = 2y - 2x dy/dx
Read more.
Find (dy/dx) for the following implicitly defined function:
cos(x-2y) = 3y for the answer, i got.. dy/dx = (-sin(x-2y)) /
Top answer:
you are correct! good job I had it as sin(x-2y)/(2sin(x-2y) - 3) , which is the same thing.
Read more.
suppose a price-demand function p(x) is defined implicitly by
x= p^3-3p^2+200 find p'.
Top answer:
p'=1/x' x'=3p^2-6p
Read more.
Consider a curve given implicitly by the equation (1+x)y^3 + (x^4)y - 85 = 0.
A. Calculate dy/dx at a general point (x,y). B.
Top answer:
A (1+x)y^3 + (x^4)y - 85 = 0 y^3 + 3(1+x)y^2y' + 4x^3y + x^4y' = 0 y' = -(y^3+4x^3y)/(3(1+x)+x^4) =
Read more.
find the first three non-zero terms of the Maclaurin expansion of y = f (x)
where the function is defined implicitly by x^2 +
Top answer:
To find the first three non-zero terms of the Maclaurin expansion of y = f(x), we need to
Read more.
Suppose y is defined implicitly as a function of x by x^2+Axy^2+By^3=1 where A and B are constants to be determined. Given that
Top answer:
take the derivative: 2x + (Ax)(2y)dy/dx + Ay^2 + 3By^2 dy/dx = 0 ..... ... dy/dx = (-2x -
Read more.
Related Questions
2. Consider the function f defined by f(x)=(e^X)cosx with domain[0,2pie] .
a. Find the absolute maximum and minimum values of
Using the standard restricted domain for the cotangent function, which of the following best describes the behavior of the
Use implicit differentiation to show that a function defined implicitly by sin x +
cos y = 2y has a critical point whenever cos x
#1. A cubic polynomial function f is defined by f(x) = 4x^3 +ax^2 + bx + k
where a, b and k are constants. The function f has a
Find 2 functions defined implicitly by the given relations:
(a) x² + y² = 25 (b) y² = x²
I just need the 3rd part!!!
(2 points) Let y be defined implicitly by the equation ln(2y)=5xy. Use implicit differentiation to
A quadratic function is defined by f(x)=-3.7x^2+6.8x+4.2. A linear function is defined by g(x)=-0.5x+k. Determine the value of k
Nicole is writing a piecewise function to illustrate the data she collected on fish sizes. Which of the following BEST describes
Find y’ for y=y(x) defined implicitly for 2y^2-x^3-7=0
Find two functions defined implicitly by the given relations:
(a) 3x² - y² = 25 (b) y² = x