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

Q: Make the Equation Your Equation: -1 y = x+0 -1

A:

Q: Simplify: X3 lx-17 x²-Lex t5 X-

A: The solution are next step..

Q: Simplify: (-5)0+{-5)5

A: To simplify,  (-5)0+(-5)5

Q: What does 7 - (-10) =

A: we use BODMAS rule.

Q: Simplify : (5x - 3)6 / (5x - 3)4

A:

Q: Simplify : (y-1 - (y + 5)-1) / 5

A:

Q: opposite of -4

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Q: Solve for points (-2,0) , (0,2) , (2,3)

A:

Q: -15 - (-33) =

A:

Q: Зх — 5 2.х —7 = 3 - -- c) 4 6.

A:

Q: Find the equation  (-2,13) and (2,3)

A:

Q: Solve (-7/4 - 6\7) - (-5/4 - 7)

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Q: Find: 군x, 군y, Zxx , 군ys, 군xy, 2sx = X+y Xy-1 Z =

A:

Q: 156= -4 + 10(y + 8)

A: Given equation is  156= -4 + 10(y+8)

Q: On the first page, why does the -3 in the last column go from negative to positive?

A: Here, in the given problem, we need to show that B is a basis of ℙ3[x]. In order to do so, we form…

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.