20 teams of 5 archers each compete in achery competition.An archer finishing in kth place contributes k points to his team and there are no ties.The team that wins will be the one that has the least score.Given that 1st position team's score is not the same as any other team,the number of winning scores possible is? 1)236 2)237 3)238 4)239ďťż
Ashish is given 158 rs in one rupee denominations.He has been asked to allocate them into a number of bags the amount required beetween Rs 1 and Rs 158 can be given by handing out certain number of bags without opening them.What is the minimum number of bags requied?
Ashish is given 158 rs in one rupee denominations.He has been asked to allocate them into a number of bags the amount required beetween Rs 1 and Rs 158 can be given by handing out certain number of bags without opening them.What is the minimum number of bags requied?Please tell the approach also...................
Ashish is given 158 rs in one rupee denominations.He has been asked to allocate them into a number of bags the amount required beetween Rs 1 and Rs 158 can be given by handing out certain number of bags without opening them.What is the minimum number of bags requied?Please tell the approach also...................
Please share the approach:-20 teams of 5 archers each compete in achery competition.An archerfinishing in kth place contributes k points to his team and there areno ties.The team that wins will be the one that has the leastscore.Given that 1st position team's score is not the same as anyother team,the number of winning scores possible is?1)2362)2373)2384)239
lowest winning points = 1+2+3+4+5 = 15
highest winning points = n
n+19*(n+1) = 5050
n ~ 251
so winning score can be from 15 to 251 => 237 scores
A square field of size 72 — 72 is to be covered by rectangular tiles (with integral edges) with length to breadth ratio is 3 : 2. What is the difference between minimum and maximum number of tiles used? (A) 864 (B) 210 (C) 426 (D) 860 (E) None
A square field of size 72 — 72 is to be covered by rectangular tiles (with integral edges) with length to breadth ratio is 3 : 2. What is the difference between minimum and maximum number of tiles used? (A) 864 (B) 210 (C) 426 (D) 860 (E) None
max no of tiles when rectangles are of size 3 x 2 = 24 x 36 = 864
min no of tiles when rectangles are os size 36 x24 = 2 x 3 = 6
yes, x can have following ranges:- 1) for x3-x+2(x+1)=4 x= -1 (possible) 2) for -13-x+2(x+1) = 4 x = -1 3) for x>=3 x-3+2(x+1)=4 x = 5/3 (not possible) thus x can take value = -1