:: Center: (2,3) - Circumference = 87 :: Center: (-3,3) - Radius = V17 %3D :: Center: (2,3) - Radius: 2 :: Center: (1,2) Diameter: 6 : Center: (-3,3) - Area = 25T :: Center (1,2) - Area %3D Зп ::

Q: Complete the table.  Each row represents a circle with a defined sector. sector area is 5picm^2…

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Q: 11) Endpoint: (6, –3), midpoint: (2, 6)

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Q: Calculatw the r for circle: 1. x^2 + y^2 = 4 2.X^2 /5+ y^2/5 = 125

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Q: Find the endpoint of the line segment with the endpoint (-6, 4) and midpoint: (4, 8) O (18, 16) O…

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Q: Find the area of the triangle in the plane with vertices (3, 2), (7,3), and (6, -7). Area = 0

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Q: (4xy2 – 6y³)dx + (x³ – 8x²y + 9xy²)dy = 0

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Q: Slope intercept through(2,-9) and (3,-14)

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Q: Find the ratio in which Y -axis divides the line segment joining the points (-5,-6) and (1,-4)

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Q: Find the midpoint and distance for A (0, 3), B (0, 12) and A (12, 6), B (-8, 18)

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Q: What is the equation of Reciprocal Rule?

A: Suppose that f(x) is differentiable at x and fx≠0.

Q: Differentiate: y=x'

A: Solve

Q: The distance from point (2,1) to point (8,-7) is: | a 14 V14 C 10 d e 12

A: Webhave to find distance between given point.

Q: nd the perimeter and area for the shape with the given points:(1,1),(6,-1),(6,7).

A: Given: Three points of triangle (1,1),(6,-1),(6,7).

Q: Find the missing endpoint. Endpoint: (2,5), midpoint: (5,1)

A: Given,             Endpoint is 2,5 and midpoint is 5,1.We know that,            The midpoint is…

Q: Differentiate y = V1- 8z

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Q: plot (-2, 3 1/2)

A: Solution: The objective is to plot the given point.

Q: x- y- 2z =-6 3x + 2y = -25 -4x + y - z = 12 Q12:

A: We have to solve the given equation.

Q: Which set of coordinates follows these two rules? • X-coordinate: Start with 4 and add 4 to each…

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Q: 6. parallel to y%3D through (-3, 6)

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Q: Find the area of the quadrangle with vertices Area = (5,1). (-4, 5). (-3,-4), and (4, -3).

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Q: horizontal line: | vertical line:

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Q: The center and radius of the circle (z +5)2 + (y-17)2=9 is O center-(-5,-17), radius-3 Ocenter…

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Q: In the coordinate plane, a circle has center (2,-3) and passes through the point (5,0). What is the…

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Q: Find an equation of the circle with radius 7 cm and center ( -3,7)

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Q: (Зу + 1). (4х- 5)° (3х + 11)

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Q: Center: (-10, -4), Point on Circle: (4, -2)

A: center is (-10,-4) and point on circle is : (4,-2) r=sqrt((4-(-10))^2 + (-2-(-4))^2)) r=sqrt(196+4),…