Knowing our Numbers Test

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Knowing our Numbers Test - 20

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Weekly Quiz Competition

Question 1
1 / -0

Find the greatest number
43,29,52,280 $$\Box$$ 1,43,29,25,280

A
>

B
<

C
=

D
None of these

Solution

It is clear that 43,29,52,280 is smaller than 1,43,29,25,280 So correct answer will be option A
Question 2
1 / -0

Ten millions come under ........ period

A
crores

B
lakhs

C
thousands

D
millions
Question 3
1 / -0

The numerical value of $$IX+XV+XX=$$ ________

A
$$45$$

B
$$35$$

C
$$44$$

D
$$40$$
Question 4
1 / -0

Compare the given numbers:
$$9423816$$ ____ $$9423826$$.

A
$$>$$

B
$$<$$

C
$$=$$

D
None of the above

Solution

To compare $$9423816$$ and $$9423826$$
Since the number of digits is same for both the numbers, so start comparing digits from right
$$94238$$ is same, so we compare 6th digits which are $$1$$ and $$2$$
$$1$$ is less than $$2$$
$$9423816$$ is less $$9423826$$.
So, $$9423816 <9423826 $$
Question 5
1 / -0

The number 315233729 can be written in International system as ..........

A
Three hundred fifteen millions, two hundred thirty three thousands, seven hundred twenty

nine.

B
Thirty one crores, fifty two lakhs, thirty three thousands, seven hundred and twenty nine.

C
Three one five lakhs, two three thousand, seven hundred and twenty nine.

D
Three hundred fifteen million

Solution

The number 315233729 can be written in International system as three hundred fifteen millions, two hundred thirty three thousands, seven hundred twenty nine.
Question 6
1 / -0

Numerals that can be repeated in Roman system are

A
I, X and C

B
I, V and X

C
V, L and D

D
D

Solution

V can be used once in the Roman system
Similarly, L and D can be used only once in the Roman System
But I, X and C can be repeated in the Roman system to represent certain number.
Thus, the numerals that can be repeated in Roman system are I, X and C.
Question 7
1 / -0

Compare the given numbers:
$$31505$$ _____ $$31550$$

A
$$>$$

B
$$<$$

C
$$=$$

D
None of the above

Solution

Both the numbers $$31505$$ and $$31550$$ have an equal number of digits.
So, we start comparing from the left side.
Now, till the 3rd digit, the numbers are the same.
4th digits are $$0$$ and $$5$$ and $$5$$ is greater.
So, $$31505$$ is smaller than $$31550$$.
Therefore $$31505$$ $$<$$ $$31550$$.
Hence, the answer is $$<$$.
Question 8
1 / -0

Compare the given numbers:
$$61000285$$ ____ $$610000285$$

A
$$>$$

B
$$<$$

C
$$=$$

D
None of the above

Solution

There are $$8$$ digits in the number $$61000285$$ and $$9$$ digits in $$610000285$$
So, $$61000285$$ is smaller than $$610000285$$.
Therefore $$61000285$$ $$<$$ $$610000285$$.
Hence, the answer is $$<$$.
Question 9
1 / -0

Ten millions come under ______ period.

A
crores

B
lakhs

C
thousands

D
millions

Solution

Millions, ten millions and hundred millions comes under millions period.
Question 10
1 / -0

Compare the given numbers:
$$100002$$ ___ $$1000002$$

A
$$>$$

B
$$<$$

C
$$=$$

D
None of the above

Solution

There are $$6$$ digits in the number $$100002$$ and $$7$$ digits in $$1000002$$
So, $$100002$$ is smaller than $$1000002$$.
Therefore $$100002$$ $$<$$ $$1000002$$.
Hence, the answer is $$<$$.

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Re-Attempt Weekly Quiz Competition

Knowing our Numbers Test - 20

Result

Knowing our Numbers Test - 20

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-

Rank

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SHARING IS CARING

Question 1

>

<

=

None of these

Solution

Question 2

crores

lakhs

thousands

millions

Question 3

$$45$$

$$35$$

$$44$$

$$40$$

Question 4

$$>$$

$$<$$

$$=$$

None of the above

Solution

Question 5

Three hundred fifteen millions, two hundred thirty three thousands, seven hundred twentynine.

Thirty one crores, fifty two lakhs, thirty three thousands, seven hundred and twenty nine.

Three one five lakhs, two three thousand, seven hundred and twenty nine.

Three hundred fifteen million

Solution

Question 6

I, X and C

I, V and X

V, L and D

D

Solution

Question 7

$$>$$

$$<$$

$$=$$

None of the above

Solution

Question 8

$$>$$

$$<$$

$$=$$

None of the above

Solution

Question 9

crores

lakhs

thousands

millions

Solution

Question 10

$$>$$

$$<$$

$$=$$

None of the above

Solution

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Three hundred fifteen millions, two hundred thirty three thousands, seven hundred twenty

nine.