2. Given: Quadrilateral LOVE is an isosceles trapezoid with OV || LE.ER is its meridian.
a. -
If OV = 3x - 2, LE = 2x + 10 and ER = 14 how long is each base?
b. If m<L = 2x + 5 and m20 = 3x - 10, what is m<E?
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Answers & Comments
Answer:
I'm not sure if I got everything right but I hope that helps
Answer:
The median of trapezoid is equal to half of the sum of its bases
Median of trapezoid=(base1+base2)/2
14=(3x-2+2x+10)/2
14=(5x+8) /2
2(14)=5x+8
5x=28-8
5x/5=20/5
=4
substitute =4
OS =3x-2
=3(4)-2
=10 units
PT =2x+10
=2(4)+10
=18 units
Answer,The answer of the bases are
OS=10units and PT=18units