Q1 of 16 Page 150

Write each of the relations below in algebra and see if it gives a polynomial. Give reasons for your conclusion also.

Two poles of heights 3 metres and 4 metres are erected upright on the ground, 5 metres apart. A rope is to be stretched from the top of one pole to some point on the ground and from there to the top of the other pole:



The relation between the distance of the point on the ground from the foot of a pole and the total length of the rope.


Let the distance of the point on ground be x m from the 3 m pole.


This distance of the point on ground from 4 m pole is (5-x) m. ( the distance between the poles is 5 m.)


Now the length of the rope is AB + BC.


By Pythagoras Theorem


AB2 = AD2 + DB2


AB2 = 32 + x2



Similarly,



Now, let the length of rope be a R


R = AB + BC



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