Problem 6e. Practice. Find the Derivative of the following function: F(x)= C08 (2x) Le-Sin (2x) f'(x) = what I have: 6-Sin (2x)-23in (2x)]-[Cos(2x)- 2 Cos (66-Sin(2x))² ¿cos (2x)

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A: In this question, the concept of line integral is applied. Line Integral The function to be…

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A: Given  Point : (-7,8)

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A: Given equation : - x2 + 4x + 3 Zeroes of given equation. - x2 + 4x + 3 = 0 Multiply by (-1)  x2  -…

Q: The distance between the points (-2,2,0) and (1, -1,0) is 3/2. True False

A:

Q: Use calculus to show that the closest point on the graph of 2 2 + y² = 5² to point (6, 8) is point…

A: By using calculus to show that the closest point on the graph of  x2+y2=52 to point 6, 8 is point 3,…

Q: Whatwillbethenewpositionofthegivenpoint(3,-5)afterreflectionacross the y-axis?

A: Reflection

Q: Describe the transformations from the parent quadratic function: y=x^(2). f(x)=2(x- 3)^(2)-4

A:

Q: the center and foci of the followin 4x^(2)+8y^(2)-16x+32y+32=0

A: Given,              4x2+8y2-16x+32y+32=0. To find the center and foci of the given equation.

Q: What is a fixed point theorem?

A: Fixed point: Let f be any function. A point x0 in its domain is said to be fixed point if fx0=x0.

Q: f(x)= 3(x+5)^2-1; (-4,2)  what's the axis of symmetry

A: Solution: For a quadratic function in a standard form ax2+bx+c The axis of symmetry is a vertical…

Q: what is the distance between (-4,6) and(3,-7)

A:

Q: not the correct answer. The appropriate model here is transforming X and using quadratic regresssion…

A: Considering the quadratic regression model will be: y = β0+β1*x+β2x2 given x = 20 at 95% prediction…

Q: midpoint of (2,4) and (2,-7)

A: Mid point of (x1,y1) and (x2,y2)  = x1+x22,y1+y22

Q: (8x^4y^-2/xy^4)^2/3

A:

Q: hello, can you explain how it is symmetric in more detail?

A: The given relation is symmetric. The explanation is provided below.

Q: What is the distance between these coordinates A(-5,5)  B(1,-2)

A: The formula to calculate the distance between two points Ax1,y1 and Bx2,y2 is given by…

Q: (-6x^(5))/(x^(2)-25) please explain step by step how to find the x and y intercepts as well as…

A: y=-6x5x2-25

Q: What is the distance between the points ( 7 , − 1 ) and ( − 5 , 4 )

A: