Math, asked by vcshukla074, 8 months ago

have?
7. Raj has a sum of 800 in the form of den
of notes be 50, find the number of notes of each typ
8. Sunita has 9 in fifty-paise and twenty-five paise coins. She has twice at
five paise coins as she has fifty-paise coins. How many coins of each kind doesshe have this question solve please​

Answers

Answered by amanpreetkourkhanuja
0

Step-by-step explanation: 7 slove

Let the number of 10Rs notes be x Number of 20Rs notes be 50 – x Amount due to 10Rs notes = 10 × x = 10x Amount due to 20Rs notes = 20 × (50 – x) = 1000 – 20x So the total amount is Rs 800 10x + 1000 – 20x = 800 -10x = 800 – 1000 -10x = -200 x = -200/-10 = 20 ∴ The number of 10Rs notes is 20 Number of 20Rs notes are 50 – 20 = 30

8slove

Let 50 paise coins be x in number.

Therefore 25 paise coins are 2x in number.

Value of 50 paise coins is 50x and value of 25 paise coins is 25 x 2x = 50x.

Total value is 900 paise.

Therefore, 50x + 50x = 900.

100x = 900.

x = 9.

Therefore, no. of coins of 50 paise is 9 and no of coins of 25 paise is 18.

Total coins = 27.

Answered by Anonymous
0

Answer:

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Step-by-step explanation:

7) Let the numbers of 10 rupees notes = x

numbers of 20 rupees notes = 50 - x

 According to the condition, we get

 10x + 20(50 - x) = 800

→ 10x - 20x + 1000 = 800

→  -10x = -200

→  x = 20 = numbers of 10 rupees notes  

 numbers of 20 rupees notes = 50 - x = 50 - 20 = 30

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8) Let the number of fifty paise coins =x

Therefore the number of twenty five paise coins =2x

Value of fifty paise coins =x×50 paise = Rs.  50x /100  = Rs.  x/2

Value of twenty five paise coins =2x × 25 paise

=2x ×  25/100 = 2x ×  1/4 = Rs.  x/2 v

Total value of all coins = Rs. ( x/2 + x/2)

But the total value of the money is Rs.9

⇒  ( x/2 + x/2)  = 9

⇒ 2x  / 2 = 9

∴ x=9

Therefore number of fifty paise coins =x=9

Number of twenty paise coins =2x=2×9=18

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