QuestionUngkapkan $q$ dalam sebutan $p$ dari persamaan $1-q^{2}=3-p$.

Studdy Solution
Now, to express $q$ in terms of $p$, we need to take the square root of both sides of the equation.$$q = \sqrt{p -2}$$However, we must remember that taking the square root of a number gives two possible solutions, one positive and one negative. So, the complete solution is$$q = \pm \sqrt{p -2}$$So, $q$ can be expressed in terms of $p$ as $q = \pm \sqrt{p -2}$.