Perform the indicated operation below and simplify if possible by combining like terms. Write the result in standard form.(6y2 – 7y – 3) – (2y2 – 9y -7)4y2 + 2y + 44y2 + 2y – 104y2 – 16y +48y2 -16y + 48y2 + 2y + 4Multiply or find the special product.(4x – 9) (8x – 4)32×2 + 3632×2 + 88x -3632×2 + 88x + 3632×2 – 88x – 3632×2 – 88x 36Multiply or find the special product(x+4)(x+9)x2 + 13xx2 + 4x + 36×2 + 36×2 + 13x + 36×2 + 13x + 9Factor out the common factor.8×3 – 104x8x3(1 – 13x)8(x3 – 13x)8×2(x – 13)x(8×2 – 104)8x(x2 – 13)Completely factor the difference of two squares. x2 – 16(x+4) – (x-4)(x+4)2(x+4)(x-4)(x+4)+(x-4)(x-4)2Factor the perfect square trinomial.x2 – 16x + 64(x+8)(8-x)(x+8)2(x-8)2(x+8)(x-8)(x+8)Factor the trinomialx2 + 14x + 45(x-5)(x-9)(x+5)(x-9)(x+5)(x+9)(x-5)-(x-9)(x-5)(x+9)Completely factor the expression5x2 – 1255(x+5)(x+125)5(x+5)(x+5)5(x-5)(x-5)5(x+5)(x-125)5(x+5)(x-5)Find the domain of the expression.All real numbers xAll real numbers x such that x ≠ 5All nonnegative real numbers x such that x = 5All real numbers x such that x < 5All real numbers x such that x ≠ 1/5Find the coordinates of the point labeled VI(3,2)(3,-2)(-2,-3)(-3,-2)(2,3)Plot the points below whose coordinates are given on a Cartesian coordinate system.(-2,7), (-7,-2), (7,-5), (7,-8)Find the distance between the points(-7,8), (5,-8)82075400