The definiton of input number is the number going in. The input number is the oppsite of the output number. For instance:Input Output1 52 103 154 205 25The rule of the input and output number is input times five equals output.
The domain is the possible values that can be input into the function and produce a real number output.
Yes, it is possible to get more than one output number for a single input in certain mathematical contexts, such as in functions that are not well-defined or in multi-valued functions. For instance, in the case of the square root function, the input 4 can yield both +2 and -2 as outputs. This ambiguity occurs when the function does not adhere to the definition of a mathematical function, which requires that each input corresponds to exactly one output.
A 4-input decoder can produce (2^n) outputs, where (n) is the number of inputs. For a 4-input decoder, (n = 4), so the number of possible outputs is (2^4 = 16). Therefore, a 4-input decoder can generate 16 distinct output lines based on the 4 input combinations.
True
It is possible.
it is possible
it is possible
Yes it is possible
The definiton of input number is the number going in. The input number is the oppsite of the output number. For instance:Input Output1 52 103 154 205 25The rule of the input and output number is input times five equals output.
Since you can both read from (input) and write to (output) a hard disk, it is considered both an input and an output device.
The domain is the possible values that can be input into the function and produce a real number output.
Explain input and output devices
Yes and no. It's...hard to explain. The monitor on the terminal is the Output device and the keyboard on the terminal is the input device.
Yes and no. It's...hard to explain. The monitor on the terminal is the Output device and the keyboard on the terminal is the input device.
There are an infinite possible answer. Among the simpler ones is: Output = Input - 2
17