adjecent side of a parallelogram are in the ratio 1:3 their perimeter is 88cm then find the length of those side is
Answers
Step-by-step explanation:
Given:-
Adjecent sides of a parallelogram are in the ratio 1:3 their perimeter is 88cm.
To find:-
Find the length of those side ?
Solution:-
Ratio of the adjacent sides of the paralellogram is 1:3
Let they be X cm and 3X cm
we know that
Opposite sides are equal in a Parallelogram
So remaining sides are X cm and 3X
So the four sides are X cm , 3X cm , X cm , 3X cm
Perimeter = Sum of all sides
=>Perimeter = X+3X+X+3X
=>Perimeter = 8X cm
According to the given problem
Perimeter of the Parallelogram = 88 cm
=>8X = 88
=>X = 88/8
=>X = 11 cm
=>3X = 3(11) = 33 cm
Therefore, sides are 11 cm , 33 cm,11 cm,33 cm
Answer:-
The four sides are 11 cm , 33 cm , 11 cm , 33 cm
Used formulae:-
- Opposite sides are equal in a Parallelogram
- Perimeter = Sum of all sides
Answer:
: Let the length of the adjacent sides of the parallelogram be x and 3x. Thus the length of one side of the perimeter = 11 cm.