(vi) If T : P2β R and T(x + 2) = 1, T(1) = 5, T (x2+ x) = 0, find T (2 β x + 3x2). find linear transformation
Give the slope andβ y-intercept of the line whose equation is given. Then graph the linear function
f(x)= (4/5)x - 8
how to find the perpendicular height of a triangle
factorize 2x^2-14x+10
1/0.04*30
2-3
2x-3y=-5
3x-2y=-1
0.000006649= $a^{5}$
5.π¦β6=Yβ2-Y
2
(1-5y+4v)(-3)