Find the approximate value for f(x, y) = sin(76xy+ In(y)) at (0.03, 1.04). Take T = 3. %3D (Yukardaki f(x,y) fonksiyonunun (0.03, 1.04) noktasındaki yaklaşık değerini hesaplayınız. T = 3 alınız.) Lütfen birini seçin: 0,22 0,16

Q: Find y' and y". y = x2 In(5x) y' = y" = Need Help? Read It Watch It Talk to a Tutor

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Q: Find dy/dx using implicit differentiation at (0, -2) if x³ - xy + y² = 4.

A: option 3 is correct

Q: Find all possible functions with the given derivative. y' = 2x² - 6x 2 O A. 3x³ + C 2 O B. 3x³-3x² +…

A: Given,             y' = 2x2 - 6x

Q: Evaluate: fe x'+x+2 (x° +1) dx. 2

A:

Q: y = eαx sin(βx) find y''

A: Keep these rules in mind while solving the question:   Product rule of differentiation:…

Q: y =5 tan-(Vx) 2

A:

Q: y = tan In(x + sin x) %3D y = sin x + In sin e* %3D

A: y=tan ln(x+sinx) y=sinx+ln sinex

Q: Find if z = sin(uv)cos(uv), where u = e' and y = e2t. dt %D Lütfen birini seçin: O A. 3e(sin2(e3t) -…

A:

Q: Find y' and y". y = cos(sin(90)) y' %3D %3D

A: We have to find

Q: The first derivative of a continuous function y = f(x) is y' = (6x - 5x²) (3 − x)². Find y' and then…

A:

Q: da Vx(1+ x) 1. 8.

A:

Q: 3. y = x/x + vx

A: As per our guidelines we are supposed to solve only one question i.e. the question no (3). For the…

Q: Find all possible functions with the given derivatives. a. y' = 2x b. y' = 2x - 5 c. y'= 3x² - 2x -…

A: a y'=2x           b y'=2x-5           c y'=3x2-2x-5

Q: 3. (D² + 1)y = sec² x tan x. %3D

A:

Q: Find the derivative of y = x°e*. O a. y' = 3e*x2(e*+x) O b. y 3x2(e* +1) O c. y = e*x2(x+ 3) O d. y'…

A:

Q: Find dy/dx

A:

Q: Calculate y' given y below. (a) xey = y − 1. (b) y = (cos x)^x (c) y =(√sin^3(√2x))

A: a). Differentiate separately both sides of the equation (treat y as a function of…

Q: Find dy/dx of the function below. 2x³ + e^(2y) = cos3y

A: 2x3+e2y=cos(3y)Differentiate with respect to…

Q: Find y'. tan(x + y) = x + y

A: Solution ) tan ( x + y ) = (x + y ) Differentiate with respect to x d/dx tan ( x + y ) = d/dx ( x +…

Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.