Question
A and B enter a partnership. A contributed 5000 for 8
months and B 6000 for 5 months. Find A's share in a total profit of 9800.Solution
A contributed 5000 for 8 months, so their contribution to the total capital is: 5000 x 8 = 40000 B contributed 6000 for 5 months, so their contribution to the total capital is: 6000 x 5 = 30000 The total capital contributed by both partners is: 40000 + 30000 = 70000 Now, we can calculate the ratio of profit that will be divided between A and B. This will be based on the ratio of their contributions to the total capital: A's share in the profit = (A's capital contribution / Total capital) x Total profit B's share in the profit = (B's capital contribution / Total capital) x Total profit Substituting the values, we get: A's share in the profit (40000 / 70000) x 9800 =5600
Select the option which is related to the third term in the same way as the second term is related to the first term.
RKP : VHS :: UJM : ?
By interchanging the given two signs which of the following equation will be correct?Â
× and ÷Â
I. 5 + 6 × 2 – 4 ÷ 1 = 10Â
Four of the following five figures are alike in a certain way and thus form a group. Which is the one that does NOT belong to that group?
In the following number-pairs, the second number is obtained by applying certain mathematical operations to the first number. Which mumbers should repla...
Each letter given below is given a unique number. Select a combination of numbers which when arranged with its corresponding letters forms a meaningful ...
K, L, M, N, O, P, S are seven friends siting in a row facing north. L sits to the immediate right of K. K sits fourth to the right of M. N is an immedia...
In this question, after three statements four conclusions have been given. Considering the given given in the statement together, consider the findings ...
Select the option that correctly fills in the blank and completes the series.
ay, cw, eu, gs, iq, ko, ______
Select the option figure in which the given figure (X) is embedded (rotation is NOT allowed).
Select the combination of letters that when sequentially placed in the blanks of the given series will make it logically complete.
PR_Y_ _RA_ZP_A_Z