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question a shopkeeper bought 50 kg of rice at rs 25 per kg and 30 kg at rs 20 per kg if he has to make a 10 profit at
question in a party for 30 young children 12 were served with coca-cola drink while 14 were served with pepsi-cola if 9
question a camera is set up path the starting line of a drag race 70 ft from a dragster at the starting line two
question suppose in one year total revenues from digital sales of poprock tropical salsamerenguecumbiabachata and urban
question adult tickets for the school play cost 5 and student tickets cost 3 thirty more student tickets were sold than
question the school sold 300 tickets for a school play and collected a total of 1150 student tickets cost 300 and adult
question tickets to king middle school play cost 1 for king students and 3 for everyone else rose a student at king
question using strict probabilities formulas what are the chances that bill clinton and head of doj actually met as
question a photo is 4 inches wide it is placed inside a frame with a border that is x inches wide the total width of
question planning the key to wealthabdol akhim has just come from a personal finance class where he learned that he can
question most insurance companies will replace a vehicle anytime and estimated repair exceeds 80 of it blue book value
question a motorboat of mass m is acted on by a resisting force r which varies directly with the square of the velocity
question 1 give examples of real-life problems involving geometry2 finance problems describe some real life
question let u be a square matrix with entries in a commutative ring r prove that u is unimodular if and only if u is
question let g be a connected bipartite graph with n vertices and q edges prove that frankg q - n 1 if and only if
question the graph below is planar but not outer planar and it satisfies rankg frankg 3 the regions of this embedding
question let g be a graph explain the differences between a circuit of g and a hochster configuration of g let g be a
question in the proof of theorem from c to a show that the subcases a3 b1 and b3 cannot occurtheorem if kf is
question let g be a graph then g is planar resp outerplanar if and only if each block of g is planar resp outerplanar
question let g be a ring graph with n ge 3 vertices and q edges if g is 2-connected and has no triangles then q le 2n -
question let g be a bipartite graph with bipartition x y prove that the largest degree of a binomial which is part of
question prove that a graph g is bipartite if and only if every cycle in some cycle basis of g is even if g is a
question an affine variety x sub kq is called a set-theoretic complete intersection if ix is a set-theoretic complete
question veronese variety let d be a positive integer and let a be the set of k-partitions of d consisting of all a