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Which operation will always result in the value of 1 for any nonzero number?
The operation that will always have the result in value of 1 for any nonzero number is Inverse Operation of Multipication.
How can 2 divided by 0 be 1?
It isn't. 2 divided by zero has no answer, and is a prohibited operation.
What is the domain of the following list of ordered pairs (-1 2) (3 4) (0 -3) (1 -6)?
The domain is {-1, 0, 1, 3}.
What 2 numbers give the same result when added or multiplied together?
The two numbers that give the same result when added or multiplied together are 1 and 1. This is because when you add 1 + 1, you get 2, and when you multiply 1 * 1, you also get 1. These numbers are known as the multiplicative identity and the additive identity in mathematics.
How do you represent 48 divided by 6 equals 8 using subtraction?
A) Subtract 6 from 48. If the result less than 6 or 0 you made a mistake. Result is 42. Hence start a counter with a value of 1. B) Subtract 6 from 42. If the result less than 6 or 0 you made a mistake. Result is 36. Hence increment the counter by 1. Now counter value is 2. C) Subtract 6 from 36. If the result less than 6 or 0 you made a mistake. Result is 30. Hence increment the counter by 1. Now counter value is 3. D) Subtract 6 from 30. If the result less than 6 or 0 you made a mistake. Result is 24. Hence increment the counter by 1. Now counter value is 4. E) Subtract 6 from 24. If the result less than 6 or 0 you made a mistake. Result is 18. Hence increment the counter by 1. Now counter value is 5. F) Subtract 6 from 18. If the result less than 6 or 0 you made a mistake. Result is 12. Hence increment the counter by 1. Now counter value is 6. G) Subtract 6 from 12. If the result less than 6 or 0 you made a mistake. Result is 6. Hence increment the counter by 1. Now counter value is 7. H) Subtract 6 from 6. If the result is not 0 you made a mistake. Result is 0. Hence increment the counter by 1. Now counter value is 8. Since we have nothing more to subtract from stop the process. The last value of the counter was 8 and so the quotient is 8.
