Problem Set 1 Class 5 Maths Chapter 1 Roman Numerals Question Answer Maharashtra Board

Roman Numerals Class 5 Problem Set 1 Question Answer Maharashtra Board

Std 5 Maths Chapter 1 Roman Numerals

Question 1.
Write all the numbers from 1 to 20 using Roman numerals.
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-4

Maharashtra-Board-Solutions

Question 2.
Write the following numbers using international numerals.
(1) V
(2) VII
(3) X
(4) XIII
(5) XIV
(6) XVI
(7) XVIII
(8) IX
Answer:
(1) 5
(2) 7
(3) 10
(4) 13
(5) 14
(6) 16
(7) 18
(8) 9

Question 3.
Fill in the empty boxes.
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-1
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-11

Maharashtra-Board-Solutions

Question 4.
Write the numbers using Roman numerals.
(1) 9
(2) 2
(3) 17
(4) 4
(5) 11
(6) 18
Answer:
(1) IX
(2) II
(3) XVII
(4) IV
(5) XI
(6) XVIII

Question 5.
In the table below, each given number is written in international numerals and then again in Roman numerals. If it is written correctly in Roman numerals, put ‘/’ in the box under it. If not, put ‘X’ and correct it.
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-2
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-12

Something more : L, C, D and M are also used as Roman numerals.
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-3
Activity : Apart from clocks and watches, where else do we see Roman numerals?

Maharashtra-Board-Solutions

The decimal system of writing numbers
It is not easy to read or write numbers using Roman numerals. It also makes calculations difficult. You have learnt to write numbers using the ten digits, 0 to 9. In that system, the value of a digit depends upon its place in the number. This system of writing numbers is called the ‘decimal system’.

Mathematicians of ancient India invented the decimal system of writing numbers and began to use it. Later, this system was accepted in all parts of the world because it was simple and convenient.

Roman Numerals Problem Set 1 Additional Important Questions and Answers

Question 1.
Write all the numbers from 21 to 30 using roman numerals.
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-5

Question 2.
Write the following numbers using international numerals.
(1) XXV
(2) XXIX.
Answer:
(1) 25
(2) 29

Question 3.
Fill in the empty boxes:
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-6

Maharashtra-Board-Solutions

Question 4.
Write the numbers using Roman Numerals:
(1) 1
(2) 21
(3) 10
Answer:
(1) I
(2) XXI
(3) X

Question 5.
In the table below, each given number is written in international numerals and then again in Roman numerals. If it is written correctly in Roman numerals put ‘S’ in the box under it. if not, put ‘x’ and correct it.
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-7

Question 6.
Write all the numbers from 31 to 40 using Roman numerals.
Answer:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-10

Maharashtra-Board-Solutions

Question 7.
Write the following numbers using international numerals.
(1) VI
(2) XI
(3) XIV
(4) XVII
Answer:
(1) 6
(2) 11
(3) 14
(4) 17

Question 8.
Fill in the empty boxes:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-8
Answer:
Four = IV, 16 = XVI, Twenty = XX, XV =15

Question 9.
Write the numbers using Roman numerals in the given boxes.
(1) 3 [ ]
(2) 8 [ ]
(3) 13 [ ]
(4) 16 [ ]
Answer:
(1) III
(2) VIII
(3) XIII
(4) XVI

Question 10.
State true or false of the following. If the statement is false then correct it in Roman numerals.
(1) 3 is written as IIV
(2) 14 is written as XIV
(3) 16 is written as XVI
(4) 19 is written as IXX
Answer:
(1) False (III)
(2) True
(3) True
(4) False (XIX)

Maharashtra-Board-Solutions

Question 11.
Write the answers Roman numerals.
(1) III + IV = [ ]
(2) IV + V = [ ]
(3) IX – X = [ ]
(4) VI + X = [ ]
(5) III + II = [ ]
(6) V + V = [ ]
(7) XXX + XX = [ ]
(8) L + L = [ ]
Answer:
(1) VII
(2) IX
(3) XIX
(4) XVI
(5) V
(6) X
(7) L
(8) C

Question 12.
Match the columns:
Maharashtra-Board-Class-5-Maths-Solutions-Chapter-1-Roman-Numerals-Problem-Set-1-9
Answer:
(1 – b),
(2 – a),
(3 – d),
(4 – c)

Maharashtra-Board-Solutions

Question 13.
Circle the correct international numeral of the following:
(1) XXIV
(a) 14
(b) 20
(c) 24
Answer:
(c) 24

(2) VIII
(a) 8
(b) 207
(c) 19
Answer:
(a) 8

(3) XXIX
(a) 31
(b) 29
(c) 20
Answer:
(b) 29

(4) XXVII
(a) 27
(b) 28
(c) 26
Answer:
(a) 27

Maharashtra-Board-Solutions

Question 14.
Circle the correct Roman numeral of the following:
(1) 36
(a) XXVI
(b) XXXVI
(c) XXXXVI
Answers:
(b) XXXVI

(2) 27
(a) XXXVI
(b) XXVII
(c) XXVI
Answers:
(c) XXVII

(3) 18
(a) XVIII
(b) XVI
(c) XVII
Answers:
(a) XVIII

(4) 605
(a)DCV
(b)CDV
(c) XXXXXV
Answers:
(a) DCV

Maharashtra-Board-Solutions

Question 15.
Put >, < or = in the box.
(1) CVI [          ] CLX
(2) CLXIX [          ] CLXXI
(3) XLIX [          ] XXXIX
(4) MMXVI [          ] MMXXVI
(5) LXX VII [          ] LVIII
(6) MCMXL [          ] MCMXLV
Answers:
(1) <
(2) <
(3) >
(4) <
(5) >
(6) <

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Roman Numerals Problem Set 1 – question answers

1 question

Questions students asked about this chapter, answered and checked by TalentJR.

Explain Roman Numerals Problem Set 1 in simple words

What are Roman Numerals?

Roman numerals are a way of writing numbers using letters from the Latin alphabet. The main letters used are:

  • I = 1
  • V = 5
  • X = 10
  • L = 50
  • C = 100
  • D = 500
  • M = 1000

Problem Set 1 Overview

This problem set helps you learn how to write numbers in Roman numerals and vice versa.

Question 1: Write numbers 1 to 20 in Roman numerals.

You need to write each number from 1 to 20 using Roman numerals. For example, 1 is I, 2 is II, 3 is III, and so on up to 20 which is XX.

Question 2: Convert Roman numerals to international numerals.

Here, you will take Roman numerals like V, VII, and X and write them as regular numbers. For example:

  • V = 5
  • VII = 7
  • X = 10

Question 3: Fill in the empty boxes.

You will see some Roman numerals with missing parts, and your job is to fill them in correctly.

Question 4: Write numbers in Roman numerals.

You will be given regular numbers like 9, 2, and 17, and you need to convert them into Roman numerals. For example:

  • 9 = IX
  • 2 = II
  • 17 = XVII

Question 5: Check if the Roman numerals are correct.

You will see a table with international numerals and their Roman numeral forms. If the Roman numeral is correct, you put a check mark (/) next to it. If it’s wrong, you put an X and write the correct Roman numeral.

Additional Questions

There are more questions that help you practice writing and converting numbers in Roman numerals, including matching, circling correct answers, and comparing numbers.

Conclusion

This problem set is all about practicing how to read and write Roman numerals. It helps you understand both the Roman numeral system and how it compares to our regular number system.

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