What type of three-dimensional object will form from rotating this two-dimensional object around its long edge

Q: What three dimensional object is generated by rotating the two-dimensional figure about the x-axis?…

A: Find out the three dimensional object generated by rotating the two dimensional figure about x-axis…

Q: What is the example formula equation for 3d satellite (elliptic paraboloid)

A: To find: Formula equation for 3D satellite(elliptic paraboloid).

Q: Find parametric equations for an object that moves along the ellipse x2/16+y2/9=1 with the motion…

A: Given: x216+y29=1

Q: 4x2+y2-16y+8y+16=0 Identify the conic section by rewriting it in standard graphing form.

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Q: 311. Evaluate surface integral r*z+y° z}dS, where S is hemisphere x? + y? +z? = a², z 2 0. Correct…

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Q: Parameterize an ellipse which begins at (-3, 3) at t=0 and then passes through (-6, 1), (-3, -1),…

A: First we have to find equation of ellipse in rectangular coordinate.

Q: What are the foci of this conic section?

A: We have to find the foci of the given hyperbola.

Q: Graph the curve described by the parametric equation x(t) = 2cos t, y(t) = 2sin t; 0 sts2n. 3n 2 2…

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Q: A watermelon is launched by a catapult with an initial velocity of 89 feet per second and an angle…

A: x(t)=(89cos61∘)t, y(t)=−16t2 +(89sin61∘)t+9.    comparing with height equation; y(t)=−1/2(g)t2 +(v0…

Q: How are the conics described in terms of a fixed point and a fixed line?

A: We need to describe the definition of conics in terms of a fixed point and fixed line.

Q: Al 21. What type of three-dimensional object forms when a semicircle is rotated around the a-axis?…

A: Clearly we can say that, when it rotated about x-axis then it forms a SPHERE.

Q: Rewrite the equation in a rotated x′y′​-system without an x′y′​-term. Use the appropriate rotation…

A: Consider the given equationx2+xy+y2-19=0.the general form of cartesian conic equation…

Q: A searchlight uses a parabolic mirror to cast a beam of light in parallel rays where the light bulb…

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Q: 3. ELLIPSE CENTER= (-1,2) MAJOR AXIS IS HORI ZONTAL AND HAS LENGTH OF IO PASSES THROUGH -1,5)

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Q: Find the transformation that makes the ellipse: (x^2 / a^2) + (y^2 / b^2) = 1, into a unit circle…

A: Find the transformation that makes the ellipse: (x^2 / a^2) + (y^2 / b^2) = 1, into a unit circle.

Q: Write the equation of a sphere of radius 3 in all three coordinates--cartesian, cylindrical, and…

A: It is given that the radius of sphere is 3 .We have to find the equation of sphere in all three…

Q: representing all ellipses having its centers at the origin and transverse axis x.

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Q: find parametric equations for an object that moves along the ellipse (x^(2))/(4)+(y^(2))/(9)=1 that…

A: The objective of the question is to find the parametric equations for an object moving along the…

Q: Find the parametric equations for the path of a particle that travels three quarters of the way…

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Q: Consider the conic section described by the equation 6x^2 -4xy +9y^2 -20x-10y-5. Find the associated…

A: Consider the given equation of conic section, 6x2-4xy+9y2-20x-10y-5=0 The associated quadratic form…

Q: The parametric equations r = 3 - t, y = 2t + 4, 0 <t < 2 describes motion along a certain line…

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