Subscribe to our βΆοΈ YouTube channel π΄ for the latest videos, updates, and tips.
Find the length of the diagonal indicated for each trapezoid.
Problem 1 :
DF = 9.1, Find CE

Solve for x. Each figure is a trapezoid.
Problem 2 :
DF = 6 and CE = 2x - 10

Problem 3 :
DF = 12 and EG = -2x + 36

Find the length of the diagonal indicated for each trapezoid.
Problem 4 :
JL = 2x + 4, KM = 4x - 8. Find JL

Problem 5 :
UW = 3x + 11, TV = 8x - 9 and Find UW

Problem 6 :
The bases of an isosceles trapezoid ABCD measure 10 cm and 20 cm. The height (altitude) is 12 cm. How long are the legs AB and CD?

Problem 7 :
In isosceles trapezoid KIME, <K and <E are the base angles. If IK = 11 and ME = 3x - 1, what is the value of x?
Problem 8 :
π΄π΅πΆπ· is an isosceles trapezoid with bases π΄π΅ and π·πΆ. If π΄π· = 3x+4 and π΅πΆ = x+12. Find the value of x and the length of π΄π·.
Problem 9 :
Trapezoid π΄π΅πΆπ· is an isosceles. Find the missing angle measures.

Problem 10 :
A hip roof slopes at the ends of the buildings as well as the front and back. The front of this hip roof is in the shape of an isosceles trapezoid. If one angle measures 30 degree, find the measures of the other three angles.

Problem 11 :
Find the length of the shorter base of a trapezoid if the length of the median is 34 meters and the length of the longer base is 49 meters.
Problem 12 :
One base angle of an isosceles trapezoid is 45 degree. Find the measures of the other three angles.
Problem 13 :
Show that the quadrilateral with vertices at Q(0, 3), R(0, 6), S(-6, 0) and T(-3, 0) is a trapezoid. Decide whether the trapezoid is isosceles. Then find the length of the midsegment of the trapezoid.
1) CE = 9.1
2) x = 8
3) x = 12
4) x = 6
5) x = 4
6) CD is 13.
7) x = 4
8) x = 4
9)
β D = 180 - 65
= 115
β C = 115
β A = β B
β B = 65
10) the required angles are 30, 30, 150 and 150
11) the length of the shorter base is 19 meters.
12) the required angles are 45, 45, 135 and 135.
13) It is not isosceles trapezium. Since it is not isosceles trapezium, we cannot use midsegment theorem.
Find x.
Problem 1 :

Problem 2 :

Problem 3 :

Problem 4 :

Problem 5 :

Problem 6 :

Problem 7 :

Problem 8 :

Problem 9 :

Problem 10 :
You can use a trapezoid to approximate the shape of Scott County, Virginia. The population is about 23,200. About how many people are there per square mile

Problem 11 :
What is the area of the shaded figure shown below?

a) 32 units2 b) 40 units2 c) 44 units2 d) 56 units2
1) the missing dimension is 9 inches.
2) h = 11
3) base length of the trapezoid is 8 yd.
4) height of the trapezoid is 7 yd.
5) x = 18 ft
6) x = 18 ft
7) x = 4 in
8) x = 4 yd
9) x = 4 yd
10) Approximately 44 people.
11) 40 units2, option b
Problem 1 :
Trapezoid with Midsegment
x = _____, y = _____

Problem 2 :
Isosceles Trapezoid with Midsegment
x = _____, y = _____

Problem 3 :
Trapezoid with Midsegment
x = _____, y = _____

Problem 4 :
Trapezoid with Midsegment
x = _____, Perimeter = _____

Problem 5 :
Isosceles Trapezoid with Midsegment
x = _____, y = _____

Problem 6 :
Isosceles Trapezoid with Midsegment
x = _____, y = _____

Problem 7 :
In the diagram MN is the midsegment of trapezoid PQRS. Find MN.

Problem 8 :
Find the length of midsegment YZ in trapezoid STUV.

Problem 9 :
Find the value of x

Problem 10 :
Find the value of x

1) the values of x and y is 4 and 20.
2) the values of x and y is 2 and 23.
3) the values of x and y is 13 and 23.
4) the value of x is 5 and Perimeter = 14 units.
5) the values of x and y is 13.75 and 22.
6) the values of x and y is 5 and 5.
7) the length of MN is 20 inches.
8) the length of ZY is 3β5 units.
9) the value of x is 3.
10) the value of x is 6.
Subscribe to our βΆοΈ YouTube channel π΄ for the latest videos, updates, and tips.
May 21, 24 08:51 PM
May 21, 24 08:51 AM
May 20, 24 10:45 PM