4. A drill is used to dig down into the earth. After 2 hours, the drill is 12 meters below the surface. After 5 hours, the drill is 30 meters below the surface. Which equation represents the depth of the drill in meters, y, after x hours of drilling? y = 12x b. у %3D-12х a. C. y = 6x d. y=-6x

Q: Find mZP. (3x+3)° (5х—2)°

A:

Q: Direction: Eliminate the arbitrary constant for each equation. Write your final answer inside the…

A:

Q: Write a linear equation for the line 2 perpendicular to y =-x – 4, 3 through the point (3,5).

A: As we know that the equation of the line slope-intercept form: y=mx+c Where, m is the slope of the…

Q: 6) y = 5x - 7 -3x - 2y =-12

A:

Q: La figura es un poligono regular. Encontrar el valor de x. Solo escribir el valor de la variable *…

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Q: 7. Find both points on the line y = 3 that are 10 units from (2, -3).

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Q: Kelly's office recycled a total of 162 kilograms of paper over 9 weeks. After 12 weeks, how many…

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Q: The provided equation represents the change in viewership over time (y) when a social media call-out…

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Q: Differentiate: y=x'

A: Solve

Q: Which point is a solution tatys4x+ 5? OA. (010) (OL/0) V OB. (0,-2) K C. (-4,0) D. (-6, 4) Mach

A:

Q: Which equatlon best represents line a ? 876-5 BRH0 1234567 OA y=-3r-4 OBy= Oc y- -4 OD y=3x-4

A: We can find the answer as below.

Q: Find the distance between (-13, – 3.5) and (17, 2). The distance is units.

A: Consider the given information: Let (x1,y1)=(-13,-3.5),   (x2,y2)=(17,2)

Q: 9.) In the morning, a fish was swimming at 43 feet below sea level. In the afternoon, it was…

A: It is a simple arithmetic problem and I used simple calculation to determine the change in…

Q: Plot three points that represent solutions to the equation y=3.5x

A: We have to plot three points that represent solutions to the equation y = 3.5x.

Q: What is the value of x when y = 9 in the equation y = 2x² + 1? O x = -5 Ox=0 Ox=2 Ox=2, -2 Ox= 3,5

A:

Q: 2. (3х + 48)°

A:

Q: -3.x - 3y 3 y = -5.r- 17

A:

Q: 2xy- 7x -1 and y = 3

A: Given 2xy-7x   for x=-1 and y=3

Q: Write an equation in slope-intercept form for the line with slope 0 = X 8 08 2 5 and y-intercept -3.

A: Given :Line with slope -25and y-intercept -3

Q: 5) y=-2 4.x-3y 18

A:

Q: (Зу + 1). (4х- 5)° (3х + 11)

A:

Q: For u= (7. - 4) and v = (- 1, - 5). find the component form and the magnitude of u + v. u+v = OD…

A: u=7-4,   v=-1-5 . u+v=7-4+-1-5 u+v=7+-1-4+-5 u+v=6-9

Q: 4. (2ху? + 2у) + (2x?у + 2х)у' %3D0

A:

Cylinders

A cylinder is a three-dimensional solid shape with two parallel and congruent circular bases, joined by a curved surface at a fixed distance. A cylinder has an infinite curvilinear surface.

Cones

A cone is a three-dimensional solid shape having a flat base and a pointed edge at the top. The flat base of the cone tapers smoothly to form the pointed edge known as the apex. The flat base of the cone can either be circular or elliptical. A cone is drawn by joining the apex to all points on the base, using segments, lines, or half-lines, provided that the apex and the base both are in different planes.