The average product, defined as the total output divided by the number of inputs used, never reaches zero because there is always some level of production as long as at least one input is utilized. Even with minimal input, such as one worker or one unit of a resource, there will be some output generated, preventing the average product from hitting zero. Additionally, average product approaches zero asymptotically as inputs increase indefinitely, but it never actually becomes zero.
multiply anything by zero and your product will be zero!
The rule is: "The product of zero and any number is zero." If the rule has a name, other than "The multiplication table of zero", I've never heard it.
When the last unemployed person gets a job, the Jobcentre will close... ...and the staff will be unemployed...
The product of two integers will be zero if at least one of the integers is zero. This is due to the property of multiplication, where any number multiplied by zero results in zero. Conversely, if both integers are non-zero, their product will also be non-zero.
If you're including zero, the product is zero.
why average product labour never gets to zero
Negative
It's zero
multiply anything by zero and your product will be zero!
The rule is: "The product of zero and any number is zero." If the rule has a name, other than "The multiplication table of zero", I've never heard it.
When the last unemployed person gets a job, the Jobcentre will close... ...and the staff will be unemployed...
The product of zero and any number is always 0.
If you're including zero, the product is zero.
It is always true.
A number multiplied by zero equals zero.
zero
If one is zero, then the product is always zero.(Think about it ... you take 279 zero times. How much do you have ?)