Question

What is the value of x?


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A triangle with midsegment parallel to the base. the left side is labeled 40 c m below the midsegment and 5 c m above the midsegment. the r

Answer 1

Answer:

2 will be the value of x

Step-by-step explanation:

5/40 =1/8

so

3/2x+10 should also be 1/8

now after calculating we can say that

3×8= 24

2×2+10=24 hence x is 2

Answer 2

in ∆ABC ,BC || DE

by BPT, (AD/BD)=(AE/EC)

(5/40)=(3/2x+10)

10x+50=120

x+5=12. [divide eqn by 10]

x=7