@mickym said: a square of longest possible side is drawn inside the triangle ABC with one side of the square lying on the side BC.If AB=13,BC=21,AC=20 ,then find the side of the square ..
84/11 ??
@mickym said: a square of longest possible side is drawn inside the triangle ABC with one side of the square lying on the side BC.If AB=13,BC=21,AC=20 ,then find the side of the square ..
@sh.arora10 said:19
@sh.arora10 said:19
@007pagal said:i solved it but the calculations were lengthy
@rahulshaitan said:is the answer 84/11????
@rahulshaitan said:19 nahi ho sakta agar aisa hota hai to number of males is 14 and females is 5. 2% of 14 and 59% of 5 dono he integer nahi aayenge. for these values to be integers 1900 should be the answer
@mickym said:yaar eqn wise19 ho sakta haibut logically kaise ho sakta haiit means 5 females & 14 malesNow 2% of males in this case is not coming to be a natural no.
@mickym said:approach kya tha?? did u also use similar trian conceptno i used the cosine formula by which we find an angle when all three sides are given
gudnite guys 
@sh.arora10 said:Let total no. of people = nmales = x, females = n-xaccording to the given condition2x/100 + 59(n-x)/100 = 17n/100or 2x + 59(n-x) = 17nor 2x + 59n -59x = 17nor 42n = 57xor n = 57x/42for finding minimum number of people, take x = 14 (here 14 is the least integer for which n is integer)n = 57*14/42 = 19
@mickym said:Bro did u also encounter lenghty caln?if not kindly share ur approach
@mickym said: a square of longest possible side is drawn inside the triangle ABC with one side of the square lying on the side BC.If AB=13,BC=21,AC=20 ,then find the side of the square ..