Question

Two poles 25m and 15m high stand upright in a playground .The distance between the feet is 24m .Find the distance between their tops

Answer 1

${\huge {\mathfrak {Answer :-}}}$

➡️ Using the Pythagoreas theorem,

Distance between their tops is

= $\sqrt {24^2 + (25 - 15)^2}$

= $\sqrt {576 + 100}$

= $\sqrt {676}$

= 26.

➡️ Hence, distance between their tops is 26 m.

That's it..

Answer 2

Answer:

26

Explanation:

Given poles heights 25m, 15m

distance between poles 24

distance between tops

by Pythagoras theorem

(24)2+(25-15)2

576+100

26 Answer

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