Two adjacent sides of a parallelogram is in the ratio 5:6, Find the sides of the parallelogram
if its perimeter is 308 cm
Answers
Answer:
140and168
Step-by-step explanation:
5:6
=5x+6x=308
=11x=308
x=308/11
x=28
5x=5(28)=140
6x=6(28)=168
hence the two sides of a parallelogram is 140and168
Answer:
The sides of the parallelogram is 70 cm and 84 cm.
Step-by-step explanation:
Adjacent sides = 5:6
Perimeter = 308 cm
The sides of the parallelogram.
Let the length of sides 1 and 3 be 5x and the length of side 2 and 4 be 6x.
Used Furmula:-
We know that in a parallelogram, opposite sides are equal.
Therefore, The length of sides 1 and side 3 =
Therefore, The length of sides 2 and 4 =
Hence, The length of sides is 70 cm and 84 cm.
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We know now that perimeter of parallelogram is sum of all sides and also know that opposite side is always equal in parallelogram.
1st side = 70 cm
2nd side = 84 cm
3rd side = 70 cm
4th side = 84 cm
Perimeter = Sum of all side
Then,
70 + 84 + 70 + 84 = 308 cm
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1. A quadrangle with two pairs of parallel sides is called a parallelogram.
2. A quadrangle which has four right angles is called a rectangle.
3. A parallelogram that has two adjacent equal sides, is called a rhombus.