Question
Puneet and Malti ventured into a business with Rittu.
Puneet's initial investment is 20% less than Malti's. The ratio of Puneet's initial investment to Rittu's is 8:5. After 'm' months from the business's commencement, Rittu withdrew from the venture. At the end of '6m' months, the total profit amounted to Rs. 47,200. Determine the value of 'm'.Solution
ATQ, The ratio between the initial investments of Puneet and Raghav is 8:5 respectively. Let’s assume the initial investments of Puneet and Raghav is 8p and 5p respectively. The initial investment of Puneet is 20% less than the initial investment of Malti. 8p = (100-20)% of initial investment of Malti 8p = 80% of initial investment of Malti initial investment of Malti = 10p After ‘m’ months of the start of business, Rittu left it. Ratio among the investments of Puneet, Malti and Rittu with respect to the time = 8p×m+8p×2m : 10p×m+10p×2m : 5p×m = 8+16 : 10+20 : 5 = 24 : 30 : 5 Here we cannot get the value of ‘m’ from the given information. So the answer cannot be determined
- A school wants to form a committee of 5 students from 6 boys and 4 girls. How many ways can the committee be formed if it must contain at least 3 boys?
In how ways can the selection be made so that a particular member is always included?
7 children are to be selected from a group of 8 boys and 6 girls. In how many ways will the children with at most 3 girls and at least 4 boys be selected?
In how many ways will a team of 5 people be selected out of 12 people such that a specific person will always be selected, and a specific person will al...
A person has 12 friends out of which 7 are relatives. In how many ways can he invite 6 friends such that at least 4 of them are relatives?
How many 5-digit even numbers can be formed using the digits 0 to 9 if no digit is repeated?
In how many different ways can 6 History and 5Hindi books be arranged in a shelf so that they are arranged alternately?
Geography books are never together.
In a group of 9 boys and 6 girls, 5 students have to be selected. In how many ways it can be done so that only 2 boys are included.
Among a set of 4 black balls and 3 white balls, how many selections of 3 balls can be made such that at least 2 of them are black balls?