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Dipu, Rabeya and Megha have started a sm...

Dipu, Rabeya and Megha have started a small business by investing that capitals Rs 6500, Rs 5200 and Rs 9100 respectively and just after one year they make a profit of Rs 14,400. IF they divided `2/3 rd` of the profit equally among themselves and the remainin in the ratio of their captals, then find the profit share of each.

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Deepu Rabeya and Megha started a small business with capital Rs. 6500, Rs. 5200 and Rs. 9100 respectively and got a profit of Rs. 14400 after 1 year. They have taken 2/3rd of that profit distributing equally within themselves and the rest of the profit according to the ratio of their capital. Find th parts of profits of each of them.

Two friends invested Rs 40,00 and Rs 50,00 respectively to stard a business. They made a contract that they would divide 50% of the profit equally among themselves and the remaining profit in the ratio of their capitals. Find the share of profit of the first friend if it is Rs 800 less than that of 2nd friend.

A, B and C invested in a business with capitals Rs. 4800, Rs. 6600 and Rs. 9600 respectively. A got 1/8 part of the profit as salary for managing the business and the rest of the profit would be distributed according to the ratio of their capitals. If after one year, A's share of profit be Rs. 780 then find the profit of B and C.

A and B jointly started a business investing Rs. 8000 and Rs. 10000 respectively. After 6 months, C joined them with a capital iof Rs. 6000. If after 3 years, the total profit be Rs. 9660 then find the profit of each of them.

In a business , A,B,C invest Rs 500 , Rs 450 and Rs 700 respectively. If the total profit at the end of year is Rs 1155 then what is the profit share of C.

Sudip, Prakash and Sajal jointly started a business with capital Rs. 8000, Rs. 4000 and 2000 respectively. Sudip and Prakash both get 20% of the profit and Sudip get additional 30% as the salary. The rest of the profit is distributed among them equally. If the total profit in a year be Rs 3200, then find the profit of each of them.

Dipu, Rabeya and Megha started a partnership business on 1st January of last year with capitals of Rs 50,000 ,Rs 60,000 and Rs 70,000 respectively. On the 1st April, Rabeya invested Rs 10,000 more money but on 1st June Megha withdrew Rs 10,000. If the total profit upto 31th December was Rs 39,240, then calculate the profit share of each one of them on the basis of the ratio of their capitals.

Two friends invested Rs. 40000 and Rs. 50000 respectively to start a business. They made a contract that they would divide 50% of the profit equally between themselves and the remining profit in the Ratio of the their capitals. Calculate the share of profit of the first friend if it is Rs. 800 less than that of the second friend.

Mary and Sayan start a partnership business with the amount Rs. 25,000 and Rs 35,000 respectively and there is a condition that 1/3 of the total profit are to be divided between them equally and the rest to be divided according to the ratio of their capitals. If the amount of profit at the end of the year is Rs. 36,000 find the share of the amount of profit of Sayan.

UNITED BOOK HOUSE-ANISHMALI UNTIED ACADEMY-EXERCISE
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  2. Find the sum of money if the difference between compound interest and ...

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  3. Dipu, Rabeya and Megha have started a small business by investing that...

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  4. If the roots of the quadratic equation (b-c)x^2+(c-a)x+(a-b)= 0 are eq...

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  5. Solve: 1/((x-1)(x-2))+1/((x-2)(x-3))+1/((x-3)(x-4))=1/6[x!=1,2,3,4]

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  6. If x= (sqrt7+sqrt3)/(sqrt7-sqrt3) and xy= 1 then find the value of (x^...

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  7. If (x^3+y^3) alpha(x^3-y^3) prove that (x^2+y^2) alpha(x^2-y^2).

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  8. If a,b,c, are in continued proportion then prove that a^2b^2c^2(1/a^3+...

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  9. If x/y= (a+2)/(a-2) show that (x^2-y^2)/(x^2+y^2)=(4a)/(a^2+4)

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  10. Prove that opposite angles of a cyclic quadrilateral are supplementary

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  11. State and Prove Pythagoras theorem.

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  12. Prove that cyclic trapezium is isoscles trapezium and the length of it...

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  13. O is any point inside a rectangle. Prove that OA^2+OC^2=OB^2+OD^2.

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  14. Answer any one question : Draw an equilateral triangle of side of 6 c...

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  15. Geometrically find the value of sqrt(9 ).

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  16. If tan theta = a/b then find the simpliest value of (b cos theta-a sin...

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  17. Prove that (2tan^2 (30^@))/(1-tan^2(30^@))+sec^2(45^@)-cot^2(45^@) = s...

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  18. Show that cosec^2(25^@)cot^2(65^@)=sin^2(25^@)+sin^2(65^@)+cot^2(65^@...

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  19. The height of 2nd tower is equal to 1/3rd the height of 1st tower. The...

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  20. If the angle of elevation of the top and Monument when observed from a...

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