divide rs 300 between henna and Rina so that Rina gets rs 100 less than 3 times the amount that henna gets
Henna gets --- x
Rina gets --- 3x-100
x + 3x-100 = 300
continue
Give the answer of above statement please
Let's assume that Henna gets x amount of money.
According to the problem, Rina gets 3 times the amount that Henna gets, minus Rs. 100.
So, Rina would get (3x - 100) amount of money.
Now, we know that the total amount to be divided is Rs. 300.
Therefore, the equation becomes:
x + (3x - 100) = 300
Simplifying the equation, we get:
4x - 100 = 300
Adding 100 to both sides, we have:
4x = 400
Dividing both sides by 4, we get:
x = 100
So, Henna gets Rs. 100, and Rina gets (3 * 100 - 100) = Rs. 200.
Therefore, the money is divided between Henna and Rina in the following way:
Henna gets Rs. 100, and Rina gets Rs. 200.
To divide Rs 300 between Henna and Rina, we need to find out how much each person gets.
Let's assume the amount that Henna gets as 'x' Rs.
According to the problem, Rina gets Rs 100 less than 3 times the amount that Henna gets. So, Rina gets (3x - 100) Rs.
Now, the sum of the amounts received by Henna and Rina is given as Rs 300.
Therefore, we can write the equation as:
x + (3x - 100) = 300
Combining similar terms, we have:
4x - 100 = 300
Adding 100 to both sides of the equation, we get:
4x = 400
Now, dividing both sides of the equation by 4, we get:
x = 100
So, Henna gets Rs 100, and Rina gets (3 * 100 - 100) = Rs 200.
To verify, we can add the amounts received by Henna and Rina:
100 + 200 = 300
The sum is indeed Rs 300, which satisfies the given condition.
Therefore, Henna gets Rs 100, and Rina gets Rs 200.