Find the value of m which makes a perfect square.
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In order to find the value of c c , or the constant, that makes a perfect square trinomial, first, ensure the leading coefficient, a a , equals 1 1 . Then, divide b b by 2 2 and add the square of the resulting value.
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Step-by-step explanation:
for a quadrilateral to be a square
- it's all sides should be equal
- it's all angles should be perpendicular
- diagonals should be perpendicular bisector of each other
therefore as per the rules the sides of square are equal
therefore,
let m =x
then the all sides of square should be x
for eg ,
in ABCD,
ABCD is square
then if AB =m then BC,CD,AD=m
therefore the value of m and the other 3 sides should be equal which will make a perfect square
hope it helps
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