To divide 100 rupees into 50 notes without using 2 rupees notes, you can use a combination of higher denomination notes. One way to do this is to use 25 notes of 5 rupees each, totaling 125 rupees. Then, exchange 25 rupees in 5 rupees notes for 25 rupees in 1 rupee coins. This will give you a total of 50 notes without using 2 rupees notes.
To divide 100 rupees into ( w ) notes using only 1 rupee, 5 rupee, and 10 rupee notes without using 2 rupee notes, you can set up a system of equations. Let ( x ) be the number of 1 rupee notes, ( y ) be the number of 5 rupee notes, and ( z ) be the number of 10 rupee notes. The equations would be ( x + y + z = w ) and ( x + 5y + 10z = 100 ). By varying ( y ) and ( z ), you can find different combinations of notes that satisfy these equations.
20 + 20 + 20 + 20 + 5 + 5 + 5 + 2 + 2 + 1
The weight of a 500-rupee note is approximately 1 gram. Therefore, 50,000 rupees in 500-rupee notes would comprise 100 notes. Consequently, the total weight for 50,000 rupees in 500-rupee notes would be around 100 grams.
Twenty notes of Rs 5 each.
It is not possible for a set of 10 notes of value 1, 10, or 20 rupees to add up to 50 rupees. The question is invalid. Please restate the question.Proof:If you don't use the 1 rupee note, the minimum value you can get with 10 notes is 100 rupees. If you do use the 1 rupee note, you must use 10 of them in order to get a sum of 10 rupees, which could be combined with the 10 and 20, but you have already used the allowed 10 notes. If you don't use all 10 one rupee notes, then you are left with a number, such as 5, that can not be made to add up to 50 with only the 10 and 20.
Aaniya pudunga vandam......
To divide 100 rupees into ( w ) notes using only 1 rupee, 5 rupee, and 10 rupee notes without using 2 rupee notes, you can set up a system of equations. Let ( x ) be the number of 1 rupee notes, ( y ) be the number of 5 rupee notes, and ( z ) be the number of 10 rupee notes. The equations would be ( x + y + z = w ) and ( x + 5y + 10z = 100 ). By varying ( y ) and ( z ), you can find different combinations of notes that satisfy these equations.
20 + 20 + 20 + 20 + 5 + 5 + 5 + 2 + 2 + 1
20,20,20,20,20,5,5,2,2,1
i think its not possible.
Can't be done ! The denominations of Rupee notes are ... 1, 2, 5, 10, 20, 50 & 100, 500 & 1000.If you're not allowed to use the 100 rupee note, there are insufficient combinations to split 1000 rupees into 10 notes.
From 1979 thru present, Gandhi has appeared on a majority of India's notes, ranging from the 5 Rupees note to the 1000 Rupees.
we need 10 ten rupees note to get one hundred rupee
‎50(1)+20(2)+2(3)+1(4)
The weight of a 500-rupee note is approximately 1 gram. Therefore, 50,000 rupees in 500-rupee notes would comprise 100 notes. Consequently, the total weight for 50,000 rupees in 500-rupee notes would be around 100 grams.
Twenty notes of Rs 5 each.
It is not possible for a set of 10 notes of value 1, 10, or 20 rupees to add up to 50 rupees. The question is invalid. Please restate the question.Proof:If you don't use the 1 rupee note, the minimum value you can get with 10 notes is 100 rupees. If you do use the 1 rupee note, you must use 10 of them in order to get a sum of 10 rupees, which could be combined with the 10 and 20, but you have already used the allowed 10 notes. If you don't use all 10 one rupee notes, then you are left with a number, such as 5, that can not be made to add up to 50 with only the 10 and 20.