Formation of greatest and smallest numbers
Description: formation of greatest and smallest numbers | |
Number of Questions: 30 | |
Created by: Vaibhav Pathak | |
Tags: whole numbers and operations with whole numbers numbers : revision maths large numbers knowing our numbers play with numbers numbers and place value numbers |
The smallest $7$ digit number is
Smallest 6-digit number that can be formed by the digits 9, 6, 0, 5, 8, 1 is
Smallest 6-digit number that can be formed by the digits 9, 6, 0, 5, 8, 1 is
Which of the following are the three digit numbers that can be formed by using $0, 1$ and $2$ only once.
The greatest number formed by $9, 8$ and $7$ is
The smallest three digit number formed by the digits $2, 0$ and $3$.
Find the correct option such that the formation of $3$ numbers, using three digit number $128$? (Without repeating the numbers)
Which of the following fractions is the largest?
Which of the following fractions is greater than $\dfrac { 3 }{ 4 } $ and less than $\dfrac { 5 }{ 6 } $?
The smallest three-digit number using the digits $3, 9, 7, 8, 6$ (repetition not allowed) is
A three digit number from the given digits $2, 5, 7,9$ which divisible by 2.
Let the given digits be $2, 3, 6,7$, find the greatest three digit number that can be formed with using the given digits only once.
Form a three digits even number using the digits $7, 6, 9.$
Find the greatest three-digit number using the digits $7, 6, 3$
Find a smallest three digit number using the digits $4,7,9$
Mohit has five number cards with numbers $7,9,0,5$ and $2$. Raman asked him to from the greatest $5$-digit even number with his cards. From the number Mohit has to form.
Which of the following will be the last digit of the second highest number after the positions of the digits in each number is reversed?
$a, b, c (a > c)$ are three digits from left to right, of a three digits number. If the number with these digits reversed is subtracted from the original number, the resulting number has the digits 4 in its unit place. The other two digits from left to right are
How many positive integers less than $1000$ are $6$ times the sum of their digits ?
Find the greatest number that will divide $400$, $435$ and $541$ leaving $9$, $10$ and $14$ as remainders respectively
If + means $ \div$, $ \times $ means - , - means $ \times $ & $ \div $means +, then $ 38+ 19-16\times 17 \div 3 $ is equal to
The smallest $7$ digit number is
The three digit number formed by $4, 6$ and $2$ is/are
'6 less than ten times a' is written as
Find a smallest four digit number using the digits $7,8,9,5$ such that the number thus formed has $9$ at its hundreds place and $8$ at its one's place.
Write the smallest $4$ digit number formed using the digits $8,3,0,1$.
Which among the following is a four digit prime number using the digits $1,7,0,9$?
Find the sum of smallest three digit even number and greatest three-digit odd number using the digits $6, 2, 3$
Find a three-digit number using the digits $6, 7, 4$ such that the resultant number is divisible by 4
Find an even $4$ digit number using $2, 7, 5,1$.