Being a teacher and a student I found that Math is not as
much difficult as it has become due to the unawareness
and incapable teaching. As, Short Questions are always
left a side because we believe in making ourselves expert
in long questions therefore it leads to a big gap in
student's results.
Actually, due to the burden of studies, most of the time
students don't have much time to make notes of short
questions, for which ilmkidunya came forward to help
students. So, You need not to waste your time and
money in perusing such useless help with leads you to
now where, evaluate your skills with online test system
at this forum. Moreover, past papers will help you to
know that how much importance short questions does
have in present education system.
Well! For your convenience here we're going to help you
in the Chapter 8 th of 10 th class Math’s book. Chapter 8 th
titles “ Projection of a side of A Triangle".
The main objective of Chapter 8 th is:
Prove given theorems on the basis of Triangular....
To prove Apollonius’ Theorem
To prove that the square on the apposite side of an
acute angle will be equal to the total sum of that
squares, which contains that acute angle diminished
dually the rectangle, which contained by one of that
sides and the projection over it of the other.
To prove that a square resides on the opposite side
of an obtuse angle is equal in sums to that sides
squares which contains that obtuse angle along with
the twice the rectangle contained by any of the side
and also to project it.
When I found ilmkidunya, I think its my duty to tell
everyone so that none of you trapped the way I was once
by neglecting short questions. So, dear fellows learn
from my the experience that I am sharing and be the best
student of era.
