210a min of two colors wud be needed.choose two colors. 3C2=3Now choose the color for 3 strips= 2C1=2total no of wys= 2C1*3C2* 7!/4!*3!= 210correct me if wrng?
@soumitrabengeri bhai good one i was doing something out of this owrld for this thinking of 7 strips so 4,3 ka pair and 4 strips in 4! ways and 3 in 3! ways so 144 ways with one strip and pata ni kahan pahunch agay answeer but ur approach is ryt
A certain league has four divisions. The respective divisions had 9, 10, 11, and 12 teams qualify for the playoffs. Each division held its own double-elimination tournament -- where a team is eliminated from the tournament upon losing two games -- in order to determine its champion. The four division champions then played in a single-elimination tournament -- where a team is eliminated upon losing one game -- in order to determine the overall league champion. Assuming that there were no ties and no forfeits, what is the maximum number of games that could have been played in order to determine the overall league champion?
@soumitrabengeri did i tell u what a simple question i screwed in my cat exam it was not more than 10 second question of pnc 😞 i text u in inbox because they some nda or something
Help me in calculation: A. 54129/29648 begin_of_the_skype_highlighting54129/29648end_of_the_skype_highlightingB. 10518/5577Option A>B, B>AWith approach
John has to paint a wall with seven horizontal stripes. He only has enough paint for four red stripes, four blue stripes, and four yellow stripes. If he can use at most two colors, how many different ways can he paint the wall?(A) 420 (B) 210 (C) 84 (D) 35 (E) 7no OA
A certain league has four divisions. The respective divisions had 9, 10, 11, and 12 teams qualify for the playoffs. Each division held its own double-elimination tournament -- where a team is eliminated from the tournament upon losing two games -- in order to determine its champion. The four division champions then played in a single-elimination tournament -- where a team is eliminated upon losing one game -- in order to determine the overall league champion. Assuming that there were no ties and no forfeits, what is the maximum number of games that could have been played in order to determine the overall league champion?(A) 79 (B) 83 (C) 85 (D) 87 (E) 88
A certain league has four divisions. The respective divisions had 9, 10, 11, and 12 teams qualify for the playoffs. Each division held its own double-elimination tournament -- where a team is eliminated from the tournament upon losing two games -- in order to determine its champion. The four division champions then played in a single-elimination tournament -- where a team is eliminated upon losing one game -- in order to determine the overall league champion. Assuming that there were no ties and no forfeits, what is the maximum number of games that could have been played in order to determine the overall league champion?(A) 79 (B) 83 (C) 85 (D) 87 (E) 88
division 1=9x2-1=17 division2=10x2-1=19 division3=11x2-1=21 division4=12x2-1=23 for over all =4-1=3 tot=83?
@19rsb bhai sahi hai m so tard n stupid i canttell u i took it out right upto 80 match in first round later i didnot count the last 3 matches ohh man katta ho gaya itni mehnat ke baad