6. Find the area bounded by: a. The curve y3D4x-x and the lines y-0, x-1 and x=3. b. The curve x=1+y'and the line x-10. c. The curve y=9-x and the line y3x+3.

Q: There are two tangent lines to the curve y %3D x+ 1 that are parallel to the line x - 2y = 2. Find…

A: We first find dy/dx suing quotient rule

Q: 13) Find the points of intersecti on of the parabola and the line. y=2x^2-3x-1 and y=x+5

A: Equate the equations with each other and solve for x to find the point of intersection .

Q: Sketch the graph of quadratic surfaces. Y=(x^2+3z^2)^(1/2)

A: We need to plot the surface: y=x2+3z2.

Q: 9 Find the distance from the point (-7,-3,4) to the xy-plane.

A: Distance of a point (a,b,c) from the plane lx+my+nz=p is (la+mb+nc-p)/sqrt(l^2+m^2+n^2)

Q: Determine the points of intersection of  y=x^2   and   y=x+1

A:

Q: Question # Compeute the centre Froup for of genepallized linead n=4.

A: 1. Let F be a field. Then the general linear group GLnF is the group of invertible n×n matrices with…

Q: Show complete solution with figure. 1. At what points does the curve y=4x–x^2 slope of 4. a. (0,0)…

A:

Q: Calculate the area of a half-circle with a diameter of 250 mm by using the mid- ordinate rule.

A: As per bartleby guidelines we only give first question answer. Please repost for other parts.

Q: Suppose a Curve passes through the faints (0,-4), (0.6,-3.64) and (1,-3). Find the polynomial which…

A: To find the best fit to the given point and find the value of function at x=-3.5

Q: ****- # PANKK 245 w (0 6**) jead 243 www. (**) 4 Find the length of the curve

A:

Q: y=-2log_(2)(x+3)-1 Plot at least four points that fit on.

A:

Q: If the point (6, -1) is reflected over line y = 2 then dilated by 2, what would the new points be?

A:

Q: 13 4.

A: Slope of the curve at a point  is dy/dx at that point

Q: Find each of the two areas bounded by the curve y = x³ – 4x and y = x² + 2x. Solve in two ways.

A: Given curves are, and Comparing both,

Q: Q7// Find the distance between line L1:y=2 x+6 and circle with .center (1,2) and radius 2

A: The distance between the circle and the line is equal to the perpendicular distance between the…

Q: The following line intersect with the xz-plane. What is the point? x = -2; y = 4+2λ; z = −3+2

A:

Q: Show that the distance between the line 3x 4y + 3 = 0 and the point (1, –1) is 2. |

A: In this question, we have to prove that the distance between line and point is 2.

Q: GRAPH and find the length of the curve   A. (x^5)/6 + 1/(10x^3) 1<=x<=2   B. y^2=4x 0<=y<=2

A: Since you have posted multiple questions, as per guidelines, we are supposed to answer only first…