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All questions of Money for Class 5 Exam

Swati is very fond of collecting different kinds of currencies both coins and paper notes. She has coins of 10 p, 25 p, 50 p, Re 1, Rs 5, Rs 10, and notes of Rs 5 Rs 10, Rs 20, Rs 50, and Rs 100. What is the total amount of money with her?
  • a)
    Rs 195.75
  • b)
    Rs 201.85
  • c)
    Rs 200.75
  • d)
    Rs 200.85
Correct answer is option 'B'. Can you explain this answer?

Swati has a collection of various coins and notes. Here's a breakdown of her currency:
  • Coins: 10 p, 25 p, 50 p, Re 1, Rs 5, Rs 10
  • Notes: Rs 5, Rs 10, Rs 20, Rs 50, Rs 100
To calculate her total amount:
  • Coins Total: 10 p + 25 p + 50 p + Re 1 + Rs 5 + Rs 10 = Rs 16.85
  • Notes Total: Rs 5 + Rs 10 + Rs 20 + Rs 50 + Rs 100 = Rs 185
The overall total is:
Rs 16.85 + Rs 185 = Rs 201.85

Ashu’s father return from foreign trip and he bought with him same currencies like 10 notes of US dollars, 5 notes of 10 UK pounds. If the price of 1 US Dollar = Rs 50 and price of 1 UK pound = Rs 80, then the total amount in Rs that he has is ---------
  • a)
    Rs 900
  • b)
    Rs 1000
  • c)
    Rs 800
  • d)
    Rs 1200
Correct answer is option 'A'. Can you explain this answer?

Prabhat mehra answered
Calculation of Total Amount in Rs:
1. Conversion of US Dollars to Rs:
- 10 notes of US dollars = 10 * 50 = Rs 500
2. Conversion of UK Pounds to Rs:
- 5 notes of UK pounds = 5 * 80 = Rs 400
3. Total Amount:
- Total amount in Rs = Rs 500 (US Dollars) + Rs 400 (UK Pounds) = Rs 900
Therefore, the total amount in Rs that Ashu's father has is Rs 900. Hence, option 'a) Rs 900' is the correct answer.

Direction: Consider the following scenario to answer questions.
A family of four i.e. father, mother and two children went to visit zoo and took Rs 1000 with them. The cost of zoo ticket is Rs 50 per adult and Rs 20 per child. They spent Rs 200 for food and Rs 50 to purchase bananas for monkeys. On returning back, father lost Rs 100 from his purse.
Q. What is the total amount family spent during zoo visit?
  • a)
    Rs 320
  • b)
    Rs 390
  • c)
    Rs 400
  • d)
    None of these.
Correct answer is option 'B'. Can you explain this answer?

Tejas Jain answered
The total amount spent during the zoo visit was Rs 390.

To calculate the total amount spent, we need to consider the cost of zoo tickets, the amount spent on food, the cost of bananas, and the amount lost by the father.

1. Cost of Zoo Tickets:
- The family consists of two adults and two children.
- The cost of a ticket for an adult is Rs 50 and for a child is Rs 20.
- Therefore, the total cost of tickets for the family would be:
- 2 adults x Rs 50 = Rs 100
- 2 children x Rs 20 = Rs 40
- Total cost of zoo tickets = Rs 100 + Rs 40 = Rs 140

2. Amount spent on Food:
- The family spent Rs 200 on food.

3. Cost of Bananas:
- The family spent Rs 50 to purchase bananas for the monkeys.

4. Amount lost by the father:
- The father lost Rs 100 from his purse.

Calculating the Total Amount Spent:
- To find the total amount spent, we need to add up the cost of zoo tickets, the amount spent on food, the cost of bananas, and the amount lost by the father.
- Total amount spent = Cost of zoo tickets + Amount spent on food + Cost of bananas + Amount lost by the father
- Total amount spent = Rs 140 + Rs 200 + Rs 50 + Rs 100
- Total amount spent = Rs 490

Therefore, the correct answer is option 'B', Rs 390.

Rajesh needs to buy an ice-cream worth Rs 10. He has same coins of 25p, 50 p, and Rs 1. Which of the following combination of coins will help him in buying the ice-cream?
  • a)
    8 coins of 25 p, 6 coins of 50 p, and 6 coins of Rs 1
  • b)
    2 coins of 25 p, 12 coins of 50 p and 4 coins of Rs 1
  • c)
    8 coins of 25 p, 4 coins of 50 p and 5 coins of Rs 1
  • d)
    4 coins of 25 p, 8 coins of 50 p and 5 coins of Rs 1
Correct answer is option 'D'. Can you explain this answer?

Edgy Education answered
  • To determine which combination of coins Rajesh can use to buy an ice-cream worth Rs 10, we need to calculate the total value of each combination:
  • 25p coins: Each worth 0.25 Rs.
  • 50p coins: Each worth 0.50 Rs.
  • Rs 1 coins: Each worth 1 Rs.
  • Let's check the value of the combination:
  • 4 coins of 25p: 4 x 0.25 Rs = 1 Rs
  • 8 coins of 50p: 8 x 0.50 Rs = 4 Rs
  • 5 coins of Rs 1: 5 x 1 Rs = 5 Rs
  • Adding them together:
  • Total: 1 Rs + 4 Rs + 5 Rs = 10 Rs
  • This combination equals Rs 10, making it a valid choice for buying the ice-cream.

Direction: Consider the following scenario to answer the questions.
The sum of money with Ankit and Golu is equal to money with Sheetal. The total money with all three of them is Rs 150.
Q. The amount of money present with Golu is --------.
  • a)
    Rs 25
  • b)
    Rs 40
  • c)
    Rs 75
  • d)
    Data insufficient. Cannot be determined
Correct answer is option 'D'. Can you explain this answer?

Jay Rane answered
Explanation:
To solve this question, we need to use the information provided in the scenario. Let's break down the given information step by step:

1. The sum of money with Ankit and Golu is equal to money with Sheetal.
- Let's assume the amount of money with Ankit is 'A' and the amount of money with Golu is 'G'. According to the given information, A + G = Sheetal's money.
- We don't know the exact values of A, G, and Sheetal's money, but we can represent them as variables.

2. The total money with all three of them is Rs 150.
- This means that the sum of Ankit's money, Golu's money, and Sheetal's money is equal to Rs 150.
- Mathematically, A + G + Sheetal's money = Rs 150.

Analysis:
From the given information, we can write two equations:
1. A + G = Sheetal's money
2. A + G + Sheetal's money = Rs 150

Now, let's try to solve these equations to find the value of Golu's money.

Solution:
Substituting the value of Sheetal's money from equation 1 into equation 2, we get:
A + G + (A + G) = Rs 150
2A + 2G = Rs 150

Simplifying the equation, we have:
2(A + G) = Rs 150
A + G = Rs 150/2
A + G = Rs 75

Since the amount of money with Golu is represented by 'G', we can conclude that Golu has Rs 75.

Answer:
Therefore, the amount of money present with Golu is Rs 75. Hence, the correct answer is option 'c) Rs 75'.

Direction: Consider the following scenario to answer questions.
A family of four i.e. father, mother and two children went to visit zoo and took Rs 1000 with them. The cost of zoo ticket is Rs 50 per adult and Rs 20 per child. They spent Rs 200 for food and Rs 50 to purchase bananas for monkeys. On returning back, father lost Rs 100 from his purse. What is the amount left with father after the zoo visit?
  • a)
    Rs 420
  • b)
    Rs 480
  • c)
    Rs 510
  • d)
    Rs 650
Correct answer is option 'C'. Can you explain this answer?

Subset Academy answered
  • To determine the amount left with the father after their zoo visit, follow these steps:
  • Initial amount taken: Rs 1000
  • Cost of tickets:
    • 2 adults: Rs 50 each = Rs 100
    • 2 children: Rs 20 each = Rs 40
    • Total ticket cost = Rs 140
  • Food expenses: Rs 200
  • Bananas for monkeys: Rs 50
  • Now, calculate the total expenses:
    • Total expenses = Ticket cost + Food + Bananas
    • Total expenses = Rs 140 + Rs 200 + Rs 50 = Rs 390
  • Now, subtract the total expenses from the initial amount:
    • Amount after expenses = Rs 1000 - Rs 390 = Rs 610
  • Finally, account for the lost money:
    • Amount lost: Rs 100
    • Final amount left = Rs 610 - Rs 100 = Rs 510
  • The amount left with the father after the zoo visit is Rs 510.

Which of the following statement is false?
Direction: Consider the prices of these items below to answer question.
Apple --------- Rs 180 per kg
Pen --------- Rs 8 per piece
Eraser ------- Rs 5 for 2 erasers
Chocolates------- Rs 15 for 3 chocolates
  • a)
    Cost of ( one kg apples + 2 pens ) > Cost of ( half kg apples + 5 pens )
  • b)
    Cost of 5 erasers > Cost of 3 chocolates.
  • c)
    The cost of 6 erasers = the cost of 3 chocolates.
  • d)
    Cost of (half kg apples +2 pen +1 erasers) > Cost of 9 chocolates
Correct answer is option 'B'. Can you explain this answer?

Rohini Seth answered
(a) Cost of (1 kg apples + 2 pens) vs (½ kg apples + 5 pens)
1 kg apples + 2 pens = 180 + (2×8) = 180 + 16 = 196
½ kg apples + 5 pens = (180 ÷ 2) + (5×8) = 90 + 40 = 130
So, 196 > 130 → True
(b) Cost of 5 erasers vs 3 chocolates
5 erasers = 5 × 2.5 = 12.5
3 chocolates = 3 × 5 = 15
So, 12.5 > 15 → False
(c) Cost of 6 erasers vs 3 chocolates
6 erasers = 6 × 2.5 = 15
3 chocolates = 15
So, 15 = 15 → True
(d) Cost of (½ kg apples + 2 pens + 1 eraser) vs 9 chocolates
½ kg apples = 90
2 pens = 2 × 8 = 16
1 eraser = 2.5
Total = 90 + 16 + 2.5 = 108.5
9 chocolates = 9 × 5 = 45
So, 108.5 > 45True
  • (a) 196 vs 130 → True
  • (b) 12.5 vs 15 → False
  • (c) 15 vs 15 → True
  • (d) 108.5 vs 45 → True

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