Is the side of a square is increased by 25% then its area is increased by?
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Correct Answer: Description for Correct answer: \( \Large =25+25+\frac{25 \times 25}{100} \) use formula \( \Large (x+y+\frac{xy}{100}) \) \( \Large =50+6.25=56.25\% \) Part of solved Mensuration questions and answers : >> Aptitude >> Mensuration Report error with gmail Hide Solution(By Examveda Team)Suppose length of sq is “x”Then its area is x2 Now increase is side by 25% Therefore x + x of 25% = 5x/4 And it's area = 25x2/16 Increase in area x2 - 25x2/16 = 9x2/16 Percentage in area increase = 56.25% Which side of a square is increased by 25% find the percentage change in its area?x+x+x×x100=2x+x2100=25+25+25×25100=56.25%
What will be the increase in area if the side of a square is increased by 30?∴ The area is increased by 69%.
What is the percentage increase in area when the square length increased by 20%?percentage increase in are =44%
What is the area of a regular square having a side of 25 cm?We know that the area of a square is given by s 2 , where s = length of the side. It is given that the side s = 25 cm. Therefore, Area = s 2 = 25 × 25 = 625 sq.
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