The length and breadth of a rectangular cardboard are 65 cm and 50 cm respectively. if the length of the side of a square shaped cardboard is 5 cm , then how many such squares cardboards can be placed on the rectangular cardboard such that there is no overlapping of the square cardboards?
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Answer:
130 cardboards
Step-by-step explanation:
Area of the rectagular cardbox = l*b
= 50*65 cm = 3250 cm^2
Area of the square cardboard = a^2
= 5*5 = 25cm^2
No. of square cardboards = 3250/25
= 130 cardboards Ans.
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