Question
Anshul and Amar together started a business by investing
Rs. 30,000 and Rs. 36,000, respectively. Six months later, Amar joined them by investing Rs. βXβ. If at the end of the year, profit earned by Amar is 40% less than that by βAnshulβ, then find the value of βXβ.Solution
Ratio of profit shares of Anshul and Amar = (30000 Γ 12):(X Γ 6) = 60000:X Also, let profit share of Anshul be Rs. βaβ Therefore, profit share of Anshul = 0.60 Γ a = Rs. β0.6aβ Ratio of profit shares of Anshul and Amar = (a):(0.6a) = 5:3 ATQ; (60000/X) = (5/3) Or, 5X = 3 Γ 60000 Or, X = (180000/5) So, X = 36000
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