While writing the equation to construct a rectangle of specified perimeter and area, the perimeter was wrongly written as 46 instead of 64. One side of the rectangle was then computed as 20 metres
A) what is that length of the other side
B) what is the area of the rectangle
C) find the side of the rectangle in the original problem
Answers
Answer:
hey here is your answer
Given.
Perimeter was wrongly written as 24 instead of 42.
The length of a side was then computed as 10 metres
Formula used/Theory
⇒ Perimeter of rectangle = 2(L + B)
⇒ Area of rectangle = (L×B)
If Perimeter of rectangle is taken as 24 m
And the length computed was 10 m
2(L + B) = 24m
(L + B) =
= 12m
(10 + B) = 12m
B = 12m–10m = 2m
Then Area computed in problem was = (L×B)
= 10m×2m
= 20m2
Corrected perimeter = 42m
2(L + B) = 42m
(L + B) =
= 21m
If area computed is 20m2 and sum of length and breadth is 21m
Then;
The sides comes out to be 20m and 1m
Conclusion/Result. The sides comes out to be 20m and 1m
hope it help you ☺️
Answer:
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