Question 1

Find the perpendicular bisector to line segment AB given: A(3,-3) and B(1,-1).

Accepted Answer

$y=x-4$

Answer

$y=-x-4$

Answer

$y=x+4$

Answer

$y=-x+4$

Question 2

Find the perpendicular bisector to line segment CD given: C(3,1) and D(-3,6).

Accepted Answer

$y=\frac{6}{5}x+\frac{7}{2}$

Answer

$y=\frac{5}{6}x+\frac{7}{6}$

Answer

$y=-\frac{6}{5}x+\frac{7}{2}$

Answer

$y=\frac{6}{5}x-\frac{7}{5}$

Question 3

Find the perpendicular bisector to line segment DE given: D(4,-2) and E(4,4).

Accepted Answer

$y=1$

Answer

$y=x+1$

Answer

$y=x$

Answer

$x=1$

Question 4

Find the perpendicular bisector to line segment EF given: E(7,1) and F(1,-1).

Accepted Answer

$y=-3x+12$

Answer

$y=-3x+8$

Answer

$y=-\frac{1}{3}x+12$

Answer

$y=-\frac{1}{3}x-12$

Question 5

Find the perpendicular bisector to line segment GH given: G(3,5) and H(7,1).

Accepted Answer

$y=x-2$

Answer

$y=x-4$

Answer

$y=-x-2$

Answer

$y=x+2$

Question 6

Find the distance between $A(-3,2)$ and $B(1,5)$.

Accepted Answer

$5$

Answer

$5.31$

Answer

$2.76$

Answer

$2.65$

Question 7

Find $a$ given $P(-3,4)$, $Q(3,6)$, and $R(9,a)$ are collinear.

Accepted Answer

$8$

Answer

$10$

Answer

$6$

Answer

$7$

Question 8

Find $a$ given $A(-4,-14)$, $B(0,-8)$, and $C(a,4)$ are collinear.

Accepted Answer

$8$

Answer

$10$

Answer

$4$

Answer

$6$

Question 9

Find $k$ given the line joining $K(-15,-3)$ and $M(k,9)$ has a gradient of $\frac{3}{5}$.

Accepted Answer

$5$

Answer

$-3$

Answer

$4$

Answer

$6$

Question 10

Line segment AB has one endpoint $A(-4,2)$ and midpoint $M(6,8)$, find $B$.

Accepted Answer

$B(16,14)$

Answer

$B(14,12)$

Answer

$B(16,12)$

Answer

$B(14,16)$

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