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Sunday, 26 February 2017
Question of the day 25-2-2017
A
circular wire of radius 42 cm is cut and bent into the form of a rectangle whose
sides are in the ratio of 6:5. The smaller side of the rectangle is:
Answer: Option b Explanation: Length of wire= circumference of circle of radius 42cm= (2* 22/7* 42)=264cm. Therefore, perimeter of rectangle= 264 cm. Let, length= 6x cm & breadth= 5x cm. Therefore, 2 (6x+5x)= 264 or x=12. Therefore, smaller side= 60 cm
Answer: Option b
ReplyDeleteExplanation:
Length of wire= circumference of circle of radius 42cm= (2* 22/7* 42)=264cm.
Therefore, perimeter of rectangle= 264 cm.
Let, length= 6x cm & breadth= 5x cm.
Therefore, 2 (6x+5x)= 264 or x=12.
Therefore, smaller side= 60 cm