Question

Find the equation of the right circular cylinder of radius 2 whose axis is the line x/1=y/(-2)=z/2.

Please provide solution with statements

Answer 1

Answer:

54

Step-by-step explanation:

the answer is 54,as the equivalent of the two

Answer 2

The answer is, 54.

What is a right cylinder?

A cylinder whose side is perpendicular to its base.

How do you find the equation of a right circular cylinder?

• ua=a2−d22a, vb=b2−d22b, wc=c2−d22c.
• And the direction of the axis is (1a,1b,1c).
• The unit vector in the direction of the axis is →t=d(1a,1b,1c).
• The implicit equation of the cylinder expresses that the distance of a point to the axis is the radius, i.e.

What is meant by right circular cylinder?

• A cylinder with the bases circular and with the axis joining the two centers of the bases perpendicular to the planes of the two bases.

According to the question:

$\begin{aligned}(-37) \times[(-21) \times(-11)] &=[(-37) \times(-21)] \times(-11) \\(-37) \times-231 &=(-777) \times(-11) \\-8,547 &=-8547 \end{aligned}$

                              LHS = RHS.

Hence, proven that the two equations are equal.

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