Question

There total 63 gifts are the price of 63 gifts is 30000.in that gifts 100 rupees, 25 rupees, gifts are there. how many 25 rupees gifts are there

Answer 1

$\sf\large\underline{Correct\: Question:}$

There are total 63 gifts and the price of 63 gifts is 3000. In that gifts 100 rupees, 25 rupees, gifts are there. How many 25 rupees gifts are there.

$\sf\large\underline{Let:}$

• $\tt{The\: Number\:of\:Rs.100\: gift=x}$
• $\tt{The\: Number\:of\:Rs.25\: gift=y}$

$\sf\large\underline{To\: Find:}$

• $\tt{Number\:of\:Rs.25\: gifts=?}$

$\sf\small\underline{Given\:in\: Case\:(i):}$

$\rm{\implies Types\:_{(gifts)}=Number\:_{(gifts)}}$

$\tt{\implies x+y=63-------(i)}$

$\sf\small\underline{Given\:in\: Case\:(ii):}$

$\rm{\implies Sum\:_{(cost\:of\:gifts)}=Total\:_{(amount)}}$

$\tt{\implies 100x+25y=3000--------(ii)}$

• In eq 1st multiplying by 100 than subtracting(ii)]

$\tt{\implies 100x+100y=6300}$

$\tt{\implies 100x+25y=3000}$

$\tt{\implies 75y=3300}$

$\tt{\implies y=44}$

• Putting the value of y=44 in eq 1]

$\tt{\implies x+y=63}$

$\tt{\implies x+44=63}$

$\tt{\implies x=63-44}$

$\tt{\implies x=19}$

$\sf\large{Hence,}$

$\tt{\implies The\: Number\:of\:Rs.25\: gift=44}$

Answer 2

Answer:

44

Step-by-step explanation:

There is a mistake in your question .

Total price of gift will be ₹3000 not ₹30000 .

Let the no. of ₹100 gifts be x

and the no. of ₹25 gifts be y

A/q

x + y = 63 .............. ( i )

and

100x + 25y = 3000 ........ ( ii )

Now,

eq. (i) × 100

=> 100x + 100y = 6300 ........ ( iii )

And,

eq. (iii) - eq. ( ii )

=> 100x + 100y = 6300

=> -( 100x + 25y = 3000 )

______________________

=> 75 y = 3300

=> y = 3300/75

=> y = 44

Now, from eq. (i)

x + y = 63

=> x + 44 = 63

=> x = 63 - 44

x = 19

Hence,

There are 44 ₹25 gifts .

Ans...