[" 16.A sum of ₹ "500" is in the form of denominations of "₹5" and "₹" to.If the total number of notes is "],[90" .find the number of notes of each type."]

A sum of Rs. 500 is in the form of denominations of Rs. 5 and Rs. 10. If the total number of notes is 90, find the number of notes of each type.

A sum of rupees 500 is in the form of deenominations of rrpees 5 and rupees 10 If the total number of notes 90, find the number of notes of each type.

A sum of rs 800 is in the form of denomination of rs 10 and rs 20.If the total number of notes are 50, find the number of notes of each type.

A sum of₹ 500 is in the form of denominations of ₹5 and ₹10. If the to tal number of notes is 90 find the num- ber of notes of each denomination: (Hint: Let the number of 5 rupee notes be 'x', then number of 10 rupee notes = 90 - x)

A sum of rs800 is in the form of denomination of rs 10 and rs 20.If the total number of notes are 50, find the number of notes of each type.

A purse contains ₹250 in the denomination of ₹10 and ₹50. If the number of ₹10 notes is one more than that of ₹50 notes, then find the no. of notes of each denomination.

From the pair of linear equations in the following problems and find their solutions (if they exist) by elimination method : A man wanted to exchange Rs 1000 in 2 types of notes of Rs 5 and Rs 10 denominations. If he has 180 notes in all, find the number of notes of each kind.

A sum of ₹3000 is to be given in the form of 63 prizes. If the prize money is either ₹100 or ₹25. Find the number of prizes of each type.