3 r +6 -을V16-(y-2)2

Q: 13) 2 X 121 + (y − 1)² = 1

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Q: 15. x2 – 8x + 2y + 10 = 0 Equation:

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Q: A circle has a radius of V13 units and is centered at (-9.3, 4.1). Write the equation of this…

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Q: (x + 1)² (y-8)² (v-8)² = 1 - + 9 81

A: Given query is to find the conic form.

Q: 10) (x + 7)²_ (y + 4)² = 1 + 81 36

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Q: Amie claims that the equation 4(x+3)' +y² =1 represents a circle with the center at (-3,0) and the…

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Q: x? + y? = 13 x2 = 1 16 4

A: The given equations are: From equation (i), we get Substituting this value in (ii), we get

Q: Illustrate and explain thoroughly the different types of conic providing your own quadratic equation…

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Q: conicd Clasty form- k veduce the relation to

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Q: What specific (include direction/opening and vertex/center) conic section is 4x + y + 72x + 14y +…

A: topic- algebra

Q: conic section What is the standart form of the 4x29y²- 8x- 36y-68 = 0. | OA 16 O B = 16 9x"-4y = 36

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Q: 3. Find the vertex, focus, and equation of the directrix for the conic given by (x + 1)² = -20(y -…

A: We have to find focus, vertex and equation of directrix.

Q: 2 Write the equation of the hyperbola – 25 · x? + 16 · y² = 400 in standard form + = 1 %3D

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Q: If all conics are defined in terms of a fixed point and a fixed line, how can you tell one kind of…

A: Solution: We have Conics: It is a locus of a point that moves in a plane, such that a ratio of its…

Q: 3. How can you determine the type of conic section represented by an equation in general form?

A: the general form of the equation of conic sectionis Ax2+Bxy+Cy2+Dx+Ey+F=0

Q: 4) x² (1-8)² + 100 25 =1

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Q: One 49 is 36 1 ♦ of the hyperbola

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Q: 4. Find the equations of conjugate hyperbolas with center at C(-2,6) and basic rectangle with sides…

A: Aim:  To write equations of Conjugate Hyperbolas with center C(-2,6) and basic rectangle with sides…

Q: x + y = 3 x² + y? = 5

A: we can solve the given conic equations  by  using the substitution method.

Q: 8x^2+3y^2+4x+4y+7=0 identify what type of conic and if not a conic explain why

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Q: 82. Elliptical billiards: While an elliptical billiard table has little practical value, it offers…

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Q: x² = 1 = 1 II 4. 4, +

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Q: (x + 6)2, y2 = 1 26 13 x² + y? = 9

A: Given. (X+6)²/26 +y²/13 = 1 X² +y² =9 We can solve the conics by algebraic mathod.

Q: Where in your community or state do you see conic sections? Provide an example of the conic section…

A: To explain where someone can find example of conic section, and explain why it is important to apply…

Q: Can you explain to me the 4 conic section and give me examples of artworks showing it.

A: Conic sections are nothing but the slices of cone cut at various angles. To understand better look…

Q: 9. How can you determine the type of conic section represented by an equation in general form?

A: How can you determine the type of conic section represented by an equation in general form ?

Q: (x-10)² (y-2)² + 144 36

A: Given query is to find the general conic form.

Q: 12) (x − 8)²(y+7)² - + 100 25 (x + 2)²_ (y − 1)² 4 64 YG X 14) = 1 G = 1

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Q: Direction: without transforming each general equation into the Standard form, identify the of conics…

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