Question

Which notation shows that S is a function of n?

a) n(S)
b) n.S
c) sn)
d) Son

Answer 1

The notation that shows that S is a function of n is n(S). In this notation, n is the input or independent variable, and S is the output or dependent variable.

Step-by-step explanation:

The notation that shows that S is a function of n is option a) n(S).

In this notation, the variable n is the input or independent variable, and S is the output or dependent variable. The parentheses indicate that S is a function of n.

For example, if n represents the number of hours studied, and S represents the test score, the notation n(S) would mean that the test score depends on the number of hours studied.

Answer 2

a) n(S )notation shows that S is a function of n

Explanation:

The notation "n(S)" best represents that S is a function of n. In this notation, the variable "n" is placed within parentheses to indicate that the function S is dependent on or varies with the value of n. The parentheses act as a functional notation to show that S is explicitly associated with the variable n.

This notation is commonly used in mathematics to denote the relationship between variables where one variable's value determines the value of the other.

The notation "n.S" doesn’t clearly represent a function; it could be misinterpreted as a product of n and S rather than indicating S as a function of n. Similarly, "sn)" and "Son" lack the conventional function notation and might lead to confusion or misinterpretation, not conveying a clear relationship between n and S. It's important to use the proper mathematical notation to accurately express the functional dependency between variables, and in this case, "n(S)" is the appropriate notation to denote that S is a function of n. OPTION A