If the length of a rectangle is increased by 30%
and the breadth is decreased by 30%, then the
area.?
Explain in brief.
Answers
Answered by
1
Let L be the length and B be the breadth
Area = LB
After change,
length becomes 1.3L
breadth becomes 0.75B
Area = 1.3L × 0.75B = 0.975LB
Change in area = (0.975LB - LB)/LB × 100
= -2.5%
Thus, 2.5% decrease in the area
Answered by
0
Let L be the length and B be the breadth
Area = LB
After change,
length becomes 1.3L
breadth becomes 0.75B
Area = 1.3L × 0.75B = 0.975LB
Change in area = (0.975LB - LB)/LB × 100
= -2.5%
Thus, 2.5% decrease in the area
Area = LB
After change,
length becomes 1.3L
breadth becomes 0.75B
Area = 1.3L × 0.75B = 0.975LB
Change in area = (0.975LB - LB)/LB × 100
= -2.5%
Thus, 2.5% decrease in the area
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