Q) Figures 0,1,2 3 consist of 1,5 ,13 ,25 non overlapping unit squares, respectively. If the pattern were continued, how many non overlapping unit squares would there be in figure 100?
Q) Figures 0,1,2 3 consist of 1,5 ,13 ,25 non overlapping unit squares, respectively. If the pattern were continued, how many non overlapping unit squares would there be in figure 100?
Let n be a positive integer such that ,is an integer.Which of the following statements is not true:a) n is divisible by 2b) n is divisible by 3c) n is divisible by 7d) 6 divides n.e) n> 84
Mr x has 3 varieties of rice ie 15 rs ,18 rs ,22 rs per kg.he mixes it and sells at 22 rs a kg and gains 10 % profit. if he mixes 4 kg of 1st variety what is the diffrence between amount of 2 nd and 3 rd variety.help me out without taking X ..... thanks in advance.
Let n be a positive integer such that ,is an integer.Which of the following statements is not true:a) n is divisible by 2b) n is divisible by 3c) n is divisible by 7d) 6 divides n.e) n> 84
Mr x has 3 varieties of rice ie 15 rs ,18 rs ,22 rs per kg.he mixes it and sells at 22 rs a kg and gains 10 % profit. if he mixes 4 kg of 1st variety what is the diffrence between amount of 2 nd and 3 rd variety.help me out without taking X ..... thanks in advance.
amount in the sense??
there are finitely many solutions if u consider the quantity of rice.
consider he has 990 kg of new mix, total worth is 990*22= 21780 which has 10 % profit in it.. So C.P = 19800 here deduct the first quantity contribution, 19800- 60 = 19740 now, if x quantities of 2nd variety and y quantities of 3rd variety are mixed, then. x18+22y = 19740 here , x= 20, y = 175 is one of the solutions.
There are finitely many such solutions possible.
Number of kgs of new variety formed is badly needed . even then it will be finitely many solution possible.. Otherwise, i would have misunderstood the question.
Let n be a positive integer such that ,is an integer.Which of the following statements is not true:a) n is divisible by 2b) n is divisible by 3c) n is divisible by 7d) 6 divides n.e) n> 84