Help with 37? **Problem Set 5.4**---**Geometry Problems****33.** Find the length of the legs in the following isosceles trapezoid. Round to the nearest hundredth.Trapezoid Illustration:- Base 1: 6"- Height: 4"- Base 2: 10"**34.** Find the area of the following isosceles trapezoid. Round to the nearest tenth.Trapezoid Illustration:- Base 1: 7.8 m- Height: 8.5 m- Base 2: 10.6 m**35.** In isosceles trapezoid \(EFGH\), \(EF = 20''\), \(FG = 25''\), and \(\angle H = 60^\circ\). Find \(EH\).**36.** \(PQRS\) is an isosceles trapezoid. If \(\angle TRS = 100^\circ\), \(\angle T = 35^\circ\), and \(PS = TS\), find the measures of the numbered angles.Trapezoid Illustration:- Angle \(\angle T\): 35°- Angle \(\angle TRS\): 100°**37.** In isosceles trapezoid \(WXYZ\), \(XP = 5 \, \text{in.}\), \(YZ = 12 \, \text{in.}\), \(XZ \perp WX\), and \(WY \perp YZ\). Find \(WZ\).Trapezoid Illustration:- Segments: \(XP = 5\), \(YZ = 12\)---**Geometry Proofs****39.** Prove: A square is a rhombus with one right angle.**40.** Prove: A square is a rectangle with two adjacent sides congruent.**41.** Prove: A square is a rhombus with congruent diagonals.**42.** Prove: A square is a rectangle with perpendicular diagonals.**43.** Prove: A parallelogram with one right angle is a rectangle (Theorem 5.27).**44.** Prove: The diagonals of an isosceles trapezoid are congruent.**45.** Prove: If the diagon

Name: Help with 37? **Problem Set 5.4**---**Geometry Problems****33.** Find
Uploaded: 2024-03-20T06:46:03.000Z
Channel: Bartleby
Description: Help with 37? **Problem Set 5.4**---**Geometry Problems****33.** Find the length of the legs in the following isosceles trapezoid. Round to the nearest hundredth.Trapezoid Illustration:- Base 1: 6"- Height: 4"- Base 2: 10"**34.** Find the area of the

Given, XP=5YZ=12Given quadrilatoral is a isosceles trapazoid. Hence we know XW=YZ Now in right angle triangle XWP, we know that, XW2+XP2=WP2122+52=WP2WP=144+25WP=13 Now we may observe that the triangle XWP≅YZP (∠WXP≅ZYP, ∠XPW≅YPZ, XW≅YZ) Now in triangle XWZ, XW2+XP+PZ2=WZ2122+5+132=WZ2 (we know PZ=WP)144+324=WZ2WZ=468WZ=613