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HOTs for Maths Olympiad - 3 - Class 5 MCQ


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10 Questions MCQ Test Math Olympiad for Class 5 - HOTs for Maths Olympiad - 3

HOTs for Maths Olympiad - 3 for Class 5 2025 is part of Math Olympiad for Class 5 preparation. The HOTs for Maths Olympiad - 3 questions and answers have been prepared according to the Class 5 exam syllabus.The HOTs for Maths Olympiad - 3 MCQs are made for Class 5 2025 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for HOTs for Maths Olympiad - 3 below.
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HOTs for Maths Olympiad - 3 - Question 1

A number consists of 3 different digits. The ones and tens place digits are both divisible by 4. The hundreds place digit is multiple of 7. Which of the following can be the number?

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 1
  • The digits in the ones and tens places must be divisible by 4, meaning these digits can be 4 or 8.
  • The digit in the hundreds place must be a multiple of 7, so the digit must be 7.

So, the possible valid numbers are:

  • Hundreds place = 7, Tens place = 8, Ones place = 4 → 784
  • Hundreds place = 7, Tens place = 4, Ones place = 8 → 748

However, you are asking for the number 784, which satisfies all the conditions:

  • Hundreds digit = 7 (multiple of 7)
  • Tens digit = 8 (divisible by 4)
  • Ones digit = 4 (divisible by 4)

Thus, the required number is 784.

HOTs for Maths Olympiad - 3 - Question 2

Select the INCORRECT match

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 2

Let's go through each option:

Option A: 1995 = MCMXCV

M = 1000

CM = 900

XC = 90

V = 5

Total = 1000 + 900 + 90 + 5 = 1995

This is correct.

Option B: 1561 = MDLXI

M = 1000

D = 500

L = 50

X = 10

I = 1

Total = 1000 + 500 + 60 + 1 = 1561

This is correct.

Option C: 1099 = MXCCXI

M = 1000

X = 10

C = 100

C = 100

X = 10

I = 1

Total = 1000 + 10 + 100 + 100 + 10 + 1 = 1221

This is incorrect. The correct Roman numeral for 1099 is MXCIX (1000 + 90 + 9).

Option D: 599 = DXCIX

D = 500

XC = 90

IX = 9

Total = 500 + 90 + 9 = 599

This is correct.

Thus, the incorrect match is Option C: 1099 = MXCCXI.

HOTs for Maths Olympiad - 3 - Question 3

Madhav is thinking of a 5-digit number. The number is a multiple of 5 and the number is not an even number. The ten's place digit is the highest common factor of 18 and 26. The hundred's place digit is the 7. The ten thousands place digit is the biggest one digit prime number. The thousands place digit is sum of the tens place and ones place digit. What number is Madhav thinking of?

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 3
  • The digit at the ones place = 5: This is given since the number is a multiple of 5 and not even.
  • The tens place digit is the highest common factor of 18 and 26, which is 2.
  • The hundreds place digit = 7.
  • The thousands place digit is the sum of the tens place and ones place digits = 2 + 5 = 7.
  • The ten thousands place digit is the biggest one-digit prime number = 7.

So, the number that Madhav is thinking of is indeed 77,725.

HOTs for Maths Olympiad - 3 - Question 4

Which of the following statements is INCORRECT?

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 4

Option A: The face value of 9 in the number 98,745 is 9.

  • This is correct. The face value of a digit is the digit itself. So, the face value of 9 in the number 98,745 is indeed 9.

Option B: The place value of 1 in the number 56,201 is 1.

  • This is incorrect. The place value of 1 in the number 56,201 is 100 because it is in the hundreds place.

Option C: The place value of 8 in the number 8955 is 8000.

  • This is correct. The place value of 8 in the number 8955 is 8000 because it is in the thousands place.

Option D: The place value of 8 in the number 8955 is the predecessor of 7999.

  • This is incorrect. The place value of 8 in the number 8955 is 8000, which is not the predecessor of 7999. The predecessor of 7999 is 7998, not 8000.

Thus, the incorrect statement is Option D.

HOTs for Maths Olympiad - 3 - Question 5

There are 3 numbers. The first number is successor of the second number. The second number is 5th multiple of third number and the third number is 11th multiple of 121. Find the first number.

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 5

Third number is 11thmultiple of 121, i.e. 11 x 121 = 1331
Second number is 5th multiple of third number, i.e. 5 x 1331 = 6655
First number is successor of the second number 6655 + 1 = 6656

HOTs for Maths Olympiad - 3 - Question 6

In March 2018, City A has 812,956 people, City B has 975,792 people, City C has 793,549 people and City D has 789,264 people. Which city has lowest population?

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 6

Let's compare the populations of the cities:

  • City A: 812,956
  • City B: 975,792
  • City C: 793,549
  • City D: 789,264

The city with the lowest population is City D, with 789,264 people.

HOTs for Maths Olympiad - 3 - Question 7

ABC Ltd. suffered a loss of ninety eight crore forty five lakhs seventeen thousand and fifty one rupees in the year 2016 in the business. Company loss can be written in numerals as

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 7

The loss is described as ninety-eight crore, forty-five lakh, seventeen thousand, and fifty-one rupees.

Let's break it down:

  • Ninety-eight crore = 98,00,00,000
  • Forty-five lakh = 45,00,000
  • Seventeen thousand = 17,000
  • Fifty-one = 51

So, the total loss in numerals is:

98,00,00,000 + 45,00,000 + 17,000 + 51 = 98,45,17,051

Thus, the company’s loss can be written as Rs. 98,45,17,051.

HOTs for Maths Olympiad - 3 - Question 8

Aman has six chits with numbers 7, 8, 9, 1, 0 and 3. Saurav asked him to form the greatest 6-digit odd number with the digits written on chits. Find the number Aman could have formed?

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 8

To form the greatest 6-digit odd number, we need to arrange the digits in such a way that the number is as large as possible, and it must end with an odd digit.

The digits available are: 7, 8, 9, 1, 0, and 3.

  • The last digit must be odd for the number to be odd. The odd digits available are 7, 9, and 3. Among these, 9 is the largest, so we place 9 at the ones place.

  • To form the greatest number, we arrange the remaining digits in descending order: 8, 7, 3, 1, and 0.

So, the largest possible number is 987,301.

HOTs for Maths Olympiad - 3 - Question 9

Directions: Read the given statements carefully and choose the correct option.
Statement-1: If 17 employees of a company donate Rs. 768 each, then the company collects Rs. 13,054.
Statement-2: If 23 trucks contain 15755 litres of liquid in total, then each truck contains 685 litres of the liquid.

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 9

Statement-1: If 17 employees of a company donate Rs. 768 each, then the company collects Rs. 13,054.

  • The total amount collected = 17 employees × Rs. 768 = 17 × 768 = Rs. 13,056.
  • This contradicts the statement, which says Rs. 13,054. So, Statement-1 is false.

Statement-2: If 23 trucks contain 15,755 litres of liquid in total, then each truck contains 685 litres of the liquid.

  • To find the amount of liquid in each truck: 15,755 litres ÷ 23 trucks = 685 litres per truck.
  • This is correct, so Statement-2 is true.

Thus, Statement-1 is false, but Statement-2 is true.

HOTs for Maths Olympiad - 3 - Question 10

A truck was carrying 67289 litres of water from location A to location B. Due to leakage in the truck's container, 9274 litres of water got leaked. How much water is left in the truck now?

Detailed Solution for HOTs for Maths Olympiad - 3 - Question 10

Total amount of water = 67289 litres
Amount of water leaked = 9274 litres
Amount of water left = 67289 - 9274 = 58015 litres
Hence, option (A) is correct.

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