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Q: Is it possible to subtract 3 numbers at once?
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Related questions

What 3-3 digit numbers can you subtract by 1000 in order to get your final answer as 321?

You can subtract 679.


How can you subtract two 3 digit number using numbers 1-9 once only with the spare numbers forming the answer?

567 - 349 = 218 or 567 - 218 = 349


What 3 numbers add up to 92?

Start with 1, 2 as the first two numbers. Subtract those numbers from the original number. The remaining number is one possible outcome. Dont be a dingus next time.


How do you get sum 24 using the numbers 3377 once you can multiply subtract add divide?

3= 21/7 21/7 + 3/7 =24/7(7)= 24


How do you do the first in math skill set 4 game 2?

You have to make make 24 with the 3 numbers they gave you. Once you Add, Subtract, Multiply, or Divide, you click the answer of the problem's answer and you Add, Subtract, Multiply, and Divide by the number you have left.


What is the rule input 9 output 17?

There are infinitely many possible answers:add 8multiply by 2 and subtract 1multiply by 3 and subtract 10multiply by 4 and subtract 19etc are all possible rules.


Is 2 plus 90 equals 3?

2+90=92. I know it can be quite difficult to add and subtract numbers but once you get into first grade, it will be second nature.


What numbers subtract to get 76?

How about: 79-3 = 76 as one example


The sequence 2 6 3 8 6 12?

The adding numbers keep going up, and the subtracting numbers keep going down: # Plus 4 # Subtract 3 # Plus 5 # Subtract 2 # Plus 6 # Subtract 1


How do you get 5 with the numbers 19 2 6 and 3?

To get 5 using the numbers 19, 2, 6, and 3, you can subtract 6 from 19 to get 13, then subtract 3 from 13 to get 10, and finally subtract 2 from 10 to get 8. So, you cannot get 5 using these specific numbers.


How do you add or subtract rational numbers with common denominators?

you subtract the top 2 numbers and then leave the denominators the same like: 7/8-4/8=3/8. Get it?


How many 3 digit numbers can you make using the numbers 1 2 3 and 4. if the hundred digit is a prime number and repetition of a digit is not permitted?

From {1, 2, 3, 4} there are two prime numbers (2, 3} which can go in the hundreds position, which once chosen allows 3 possible choices for the tens digit and a further 2 possible choices for the units digit, giving 2 x 3 x 2 = 12 possible numbers.