1. q is a function of t, why is that the case? 2. t is not a function of q, why is that the case?
![1 q is a function of t why is that the case 2 t is not a function of q why is that the case class=](https://us-static.z-dn.net/files/d88/a438ce7ca13e98e6d9d1498b33e07471.png)
1. In this instance, we need to understand the meaning of what a function is . " A function is a relation in which each possible input value leads to exactly one output value"
So q is a function of t since each value of q , gives rise to exactly one output of q=F(t)
2. t is not a function of q , since the values of t determines the function F(t), only F(t) = q .
( extra notes : the input value of t has several ( two or more ouput, therefore not a function)