Math, asked by jasmeetsingh0903, 7 months ago

two pole of heights 15m and 24m stand on a plane ground if the distance between their feet is 12 m find the distance between their tops
15m
25m
14m
36m
I will give five star rating​

Answers

Answered by vari888
0

Answer:

Hey there !!

→ Let the two poles AB and CD are stand upright on the ground of 15m and 10m respectively.

→ AB is the distance between the tops of two poles is of 13m.

→ And, DB is the distance between their feet.

▶Now,

=> AE = AB - BE

=> AE = 15 - 10 . [ BE = CD ]

=> AE = 5m.

In ∆AEC,

➡ By Pythagoras theorem,

=> ( AC )² = ( AE )² + ( CE )².

=> (13)² = (5)² + (CE)².

=> 169 = 25 + (CE)².

=> (CE)² = 169 - 25.

=> CE = √144.

=> CE = 12m.

And, CE = BD.

So, BD = 12m. ( Distance between their feet ).

✔✔Hence, it is solved ✅✅.

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