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)40 cm (1) 60 cmFind the one having maximum(Nagaland B 2018rectangles, each of which has perimeterP.B. 2010one having maximum area. Also find that area |
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Answer» if length of rectangle is l and breadth b area is maximum when l=b so given perimeter( 1 ) 2(l+b)=40 so as l = b l = 10So maximum area is L2=100 cm^2( 2 ) 2(l+b) = 60so as l = bl = 15maximum area is L^2 = 225 cm^2 (b)is correct answer Higher the perimeter higher will be the area so,PERIMETER: 2(l+b) = 60 l+b= 30 l =15b = 15 AREA: l×b= 15×15 = 225cm²:.AREA IS 225cm² |
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