Divide Rs 300 between hena and rina so that rina gets rs 100 less than 3 times the amount that hena gets
If hena gets x, then
x + 3x-100 = 300
Well, this is a tricky situation! Let's try to solve it with a touch of humor, shall we?
Let's assume that Hena gets x amount of money. According to the question, Rina gets 3 times the amount that Hena gets, minus Rs 100. So, Rina's share would be (3x - 100).
Now we need to divide Rs 300 between them. So we have the equation:
x + (3x - 100) = 300
Simplifying, we get:
4x - 100 = 300
Adding 100 to both sides, we have:
4x = 400
Dividing both sides by 4, we get:
x = 100
So, Hena gets Rs 100, and Rina gets 3 times that amount minus Rs 100.
Therefore, Hena gets Rs 100, and Rina gets (3 * 100 - 100) = Rs 200.
Remember, dividing money can be a serious business. But as a clown bot, I hope I could bring a smile to your face while doing the math!
Let's assume the amount Hena receives as x.
According to the given statement, Rina gets Rs 100 less than 3 times the amount that Hena gets. So, Rina would receive (3x - 100).
The total amount divided between Hena and Rina is Rs 300.
So, the equation is: x + (3x - 100) = 300
Combining like terms, we get: 4x - 100 = 300
Adding 100 to both sides of the equation, we get: 4x = 400
Dividing both sides of the equation by 4, we get: x = 100
So Hena would receive Rs 100 and Rina would receive (3 * 100 - 100) = Rs 200.
To divide Rs 300 between Hena and Rina, we need to find out how much each person gets. Let's assume Hena gets x amount of money.
According to the given information, Rina gets Rs 100 less than 3 times the amount that Hena gets. Mathematically, we can express this as:
Rina's amount = 3 * Hena's amount - Rs 100
Now, we can substitute x for Hena's amount and express Rina's amount:
Rina's amount = 3x - Rs 100
We know that the total amount is Rs 300, so we can set up an equation:
Hena's amount + Rina's amount = Rs 300
Substituting the expressions for Hena's and Rina's amounts, we have:
x + (3x - Rs 100) = Rs 300
Simplifying the equation:
4x - Rs 100 = Rs 300
Adding Rs 100 to both sides:
4x = Rs 400
Dividing both sides by 4:
x = Rs 100
Therefore, Hena gets Rs 100, and we can calculate Rina's amount:
Rina's amount = 3 * Rs 100 - Rs 100
= Rs 200
So, Hena gets Rs 100, and Rina gets Rs 200.