Find the value of x, and the lengths of segments AB and AD. B 5x – 3, A 3x + 1 D X =

Q: Find z, the length of the line segment DE.

A: Use triangle bisection formula

Q: △ABC is an isosceles triangle. AB = BC. If AB=2x+4, BC=x+8 and AC=5x−2. Find the value of x?

A: Given data, △ABC is an iscosceles triangle,  AB = BC AB = 2x + 4 BC = x + 8 AC = 5x - 2

Q: (7 + 3x) yd 43 yd

A: The quadrilateral is a parallelogram in which written as The opposite sides are(7+3x) yd and 43 yd

Q: WXYZ is a parallelogram. Find the measure. M

A: We are given the following graph. By the property of the parallelogram,…

Q: ABAC has medians BF, CD, and AE. If AE = 45 inches, and PE = 2x + 11 inches, find x. B A X || D P F…

A:

Q: Find z, the length of the line segment DE. A 10 D 10 16 I 8 E 8 B

A:

Q: 1. What is x? Figure ABCD is a parallelogram. A B 5x + 3 38 D C

A:

Q: The distance d between two points is given. Find the value of b (b,4)(2,-1); d=5

A: Distance between two points is given d=5

Q: The given figure ABCD is a rectangle. AC= 7x + 5 and BD = 14x- 2. %3D Find x, then find AC.

A:

Q: Find the value of Line WY. W 43 – 2x 12x + 1 Y O 43 O 29 O 37 032

A: We know that,  Two tangent line on circle from an external point is of same length.  So, Length of…