Assuming you mean four different numbers, 0.123
You do not need a function to determine the lowest common factor of two numbers. The lowest factor of any one number is 1. The lowest common factor of any two numbers is therefore 1 as well.
in whole numbers (without using fractions) there is no answer; 95 over 27 is the lowest term available
It depends on what numbers you are using so thats the first question.
24680
The set of natural numbers (counting numbers) {1,2,3,4....} corresponds to the positive integers. Note that the number 0 is neither positive nor negative. So anytime you want to count something you use natural numbers, which means you are also using positive integers.
123 123 123
36 - 18
If you had an array int numbers[10]; you would do it like this: CODE: int lowestnumber = numbers[0]; for(int i = 0; i < 10; i++){ if(numbers[i] < lowestnumber) lowestnumber = numbers[i]; } END CODE I think this should work, and in the end the variable lowestnumber will hold the lowest value in the ten. Hope this helps.
This is easiest to understand using small numbers and the X,Y grid using the negative numbers to the left of 0 and positive to the right. By following the normal rules of multiplication, multiplying a negative number by a positive number moves the product further to the left from zero.
Any relationship, including "no relationship".
Negative numbers do not have "real number" square roots.However, they will have two roots (when using imaginary numbers) as do other numbers, where a root including i(square root of -1) is positive or negative.
1.take 2 numbers 2.make both the numbers into their smallest dividends (which are equal to the number when multiplied together, the best way to do this is by using a tree diagram) 3.find out the most amount of times each dividends are in one of the numbers that you are going to be finding the lowest common multiple, not the smallest dividends 4.multiply the numbers you got from step 3 for the lcm example: 6 4 3x2 2x2 3x2x2=12 if you dont want the LOWEST common multiple: 1. find the lowest common multiple 2. multiply it by any whole positive number and youll end up with a common multiple