Table of contents |
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1. MCQs |
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2. True / False |
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3. Fill in the blanks |
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4. Answer the following Questions |
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Q1: In the Roman numeral system, what number does MCMXLIV represent?
a) 1944
b) 1444
c) 1949
d) 1494
Q2: If the base of a number system is 7, what is the 4th landmark number after 1?
a) 28
b) 49
c) 343
d) 7
Answer: b) 49
Q3: Symbolis representation for which number?
a) 60
b) 360
c) 3600
d) any multiple of 60
Q4: In a base-8 system, what is the value of the number 345 (base 8) in base-10?
a) 229
b) 228
c) 230
d) 231
Q5: In a base-5 system, the third landmark number after 1 is:
a) 15
b) 25
c) 20
d) 30
Q1: The Bakhshali manuscript contains the earliest known example of the number zero written as a dot.
Q2: Roman numerals can easily be used for multiplication and division.
Q3:The Gumulgal people counted numbers in groups of 2.
Q4: The Lebombo bone is believed to be younger than the Ishango bone.
Q5: In the Egyptian number system, each landmark number is 10 times the previous one.
Q1: The ancient counting device made of a frame with rods and beads is called an __________.
Q2: In the Roman numeral system, C represents the number __________.
Q3: The Roman numeral for 1000 is represented as __________.
Q4: The Roman numeral for 50 is represented as __________.
Q5: A number system in which each landmark number is obtained by multiplying the previous landmark number by a fixed number n is called a __________ system.
Q1. Represent the following numbers in the Roman system.
(i) 1444
(ii) 1867
(iii) 2539
(iv) 948
Q2. Consider the extension of the Gumulgal number system beyond 6 in the same way of counting by 2s. Come up with ways of performing the different arithmetic operations (+, –, ×, ÷) for numbers occurring in this system, without using Hindu numerals. Use this to evaluate the following:
(i) (ukasar-ukasar-ukasar-urapon) + (ukasar-urapon)
(ii) (ukasar-ukasar-ukasar-ukasar-urapon) − (ukasar-ukasar-urapon)
(iii) (ukasar-ukasar-ukasar) × (ukasar-urapon)
(iv) (ukasar-ukasar-ukasar-ukasar-ukasar-ukasar) ÷ (ukasar-ukasar)
Q3: Represent the following numbers in the Egyptian system:
(i) 54321
(ii) 8888
(iii) 26005
Q4: Express the number 87 in this base-5 symbolic system.
Q5: Add : XLVIII + XXXVI
Q6: Write Mesopotamian symbol representation for each number.
(i) 58
(ii) 214
(iii) 305
Q7: Convert the decimal number 150 to its base-7 representation. Show your working and write the answer using digits from 0 to 6.
Q8: Express the number 999 in this new system.
Q9. Add the following numerals that are in the base-5 system that we created:
Remember that in this system, 5 times a landmark number gives the next one!
Q10: How would the Mesopotamians have written 20, 50, 100?
You can access the solutions to this unit test here.
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