What Is The Sum Of Smallest 3 Digit Number Let the three digit number be a 100 b 10 c 1 where a b and c are digits and a is not 0 The sum of the digits are a b c and their product is abc We want a b c abc Since a is not 0 a b c is not 0 it is at least 1 so abc is not 0 which means none of a b and c are 0 Now the smallest number we can use is 111
Smallest 3 digit number To find the smallest 3 digit number we need to arrange the smallest three digits in ascending order but the first digit cannot be zero Sum Add the greatest and smallest 3 digit numbers Calculation Steps Step 1 Find the greatest 3 digit number The largest three digits from the set 2 6 4 5 0 8 are 8 6 and 5 The smallest 3 digit number is 100 Since it needs to be odd we add 1 to make it 101 The greatest 2 digit number is 99 The successor is the next number which is 100 Add these two values 101 100 201 Therefore the sum of the smallest 3 digit odd number and the successor of the greatest 2 digit number is 201
What Is The Sum Of Smallest 3 Digit Number
What Is The Sum Of Smallest 3 Digit Number
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1 The sum of the greatest 3 digit number 999 and the smallest 3 digit 100 number is 999 100 1099 2 There are 100 whole numbers between 1 and 101 inclusive 3 The smallest number using the digits 0 1 3 and 5 is 0135 and the greatest is 5310 4 The smallest whole number is 0 5 There are 900 three digit numbers from 100 to
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What Is The Sum Of Smallest 3 Digit Number
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The sum of the smallest 3 digit number and the largest 3 digit number is 1099 Explanation The smallest 3 digit number is 100 and the largest 3 digit number is 999 To find the sum we add these two numbers together 100 999 1099 Therefore the sum of the smallest 3 digit number and the largest 3 digit number is 1099
https://artofproblemsolving.com/wiki/index.php/2016_AMC_10B_Problems/Problem_6
Laura added two three digit positive integers All six digits in these numbers are different Laura s sum is a three digit number What is the smallest possible value for the sum of the digits of Solution 1 Let the two three digit numbers she added be and with and The hundreds digits of these numbers must be at least and so and
https://artofproblemsolving.com/wiki/index.php?title=2015_AIME_I_Problems/Problem_8
Suppose by contradiction that there is a smaller valid where the leading digit of the three digit number is 5 or less Two digit obviously do not work because 9 9 20 Clearly because the smallest three digit number whose digits sum to 20 is Also because the second digit is at most 9 the units digit is at least 6 which means that
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Explanation Finding the smallest 3 digit number The smallest 3 digit number is 100 Finding the largest 4 digit number The largest 4 digit number is 9999 Calculating the sum Sum of the smallest 3 digit number 100 and the largest 4 digit number 9999 100 9999 1100 Therefore the sum of the smallest 3 digit number and the largest 4 digit number is 1100 which corresponds to option C
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So the smallest four digit number which is divisible by 23 1000 12 1012 Required sum of the two number is 989 1012 2001 Alternate Method The greatest 3 digit number is 999 When 999 is divided by 23 the remainder is 10 So the greatest 3 digit number which is divisible by 23 999 10 989 Now the smallest 4 digit
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