SOLUTION: Given: Quadrilateral MATH is an Isosceles Trapezoid with bases MA and HT as the median. a) Given: MA=3y-2; HT= y+4; LV=9 units Note: Median=base1+base2/2 1. What is the value

Algebra ->  Testmodule -> SOLUTION: Given: Quadrilateral MATH is an Isosceles Trapezoid with bases MA and HT as the median. a) Given: MA=3y-2; HT= y+4; LV=9 units Note: Median=base1+base2/2 1. What is the value       Log On


   



Question 1178410: Given: Quadrilateral MATH is an Isosceles Trapezoid with bases MA and HT as the median.
a) Given: MA=3y-2; HT= y+4; LV=9 units
Note: Median=base1+base2/2
1. What is the value of y?
2. What is the length of MA?
3. What is the length of HT?
b) Given: 4. What is m 5. State the theorem that justifies your answer
c) Given:m 6. What is the value of X?
7. What is m 8. What is m d. Given HT= 4y-3; MT=2y+5
9.what is the value of y?
10. How long is each diagonal?

Answer by ikleyn(52838) About Me  (Show Source):
You can put this solution on YOUR website!
.

In your post, you missed to define LV and missed to define the median of the trapezoid.