Question
Two partners, Amit and Ben, initiated a business with
investments of Rs. 'P + 10' and Rs. 'P,' respectively. After 'm' months, Chetan joined them with an investment equal to half of Amit's investment. If the profit shares of Amit, Ben, and Chetan after '2m' months in the partnership are in the ratio 3A: 2P: 2Q, then what is the value of P? I. (8Q/3) II. (3m + 2)/2 III. 2(P + 10)/3Solution
ATQ, Investment of Amit = P + 10 Investment of Ben = P Investment of Chetna = (P + 10)/2 Then, Profit ratio, Amit: Ben: Chetna = ((P + 10) x 2m): (P x 2m): ((P + 10)/2) x m Profit ratio, Amit: Ben: Chetna = 3A: 2P: 2Q Then, ((P + 10) x 2m): (P x 2m) = 3A: 2P A = 2(P + 10)/3 And, ((P + 10) x 2m): ((P + 10)/2) x m = 3A: 2Q A = 8Q/3
More Partnership Questions
If sin 2A = cos (3A - 60o) , then find the value of sec 2A.
- If 2 sin x = √3, then the value of x:
- Find the value of sin²33° + sin²57° + cos²48° + cos²42°.
If sec a + tan a = 5/2, find the value of sin a.
If 2 sec 3x = 4, then the value of x:
-Constable/1722251993-51.JPG)
Find the maximum value of 22 sin A + 16 cos A.
- If cos A = √3/2, then what will be the value of tan² A?
