## A sum of Rs 2700 is to be given in the form of 63 prices .If the price of either Rs 100 or R 25, find the numbers of prices each types answe

Question

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## Answers ( )

Answer:100 prizes = 15

25 prizes = 48

Step-by-step explanation::Given:To findLet number of rs. 100 prices = X

Let number of rs. 25 prices = Y

X+Y = 63 – – – (1)

Now for other condition:

100X+25Y = 2700

4X + Y = 108 – – – – (2)

(2)-(1) :

4X + Y – (X + Y) = 108-63

4X + Y – X – Y = 45

3X = 45

X = 15

Substituting the value Of X in equation 1 = 4(15)+y = 108

60+y=108

y = 48

15 rupees 100 prizes and 48 rupees 25 prizes are to be given

☞ 15-100 Rupee prizes and 48-25 Rupee prizes is Yourur Answer

✭ Total amount to be given = 2700

✭ Total Number of prices = 63

✭ The price is either of Rs 100 or Rs 25

◈ Number of prices of each type

Answer:

100 prizes = 15

25 prizes = 48

Step-by-step explanation:

Assume that,

◕ Number of 100 Ruppee prices as x

◕ Number of 25 Rupee prices be y

➢

And also,

➢

➢

Subtractingeq(1)fromeq(2)➝

➝

➝

➝

Substituting the value of x in eq(1)➳

➳

➳