The Mean, The Median, The Mode And The Range In a Grouped Table Please answer needs to be done by Monday UK time

The Mean, The Median, The Mode And The Range In a Grouped Table

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Savagepanda911

18.01.2020

Mathematics

Refresh if you see errors. $q$ is the independent variable. $r$ is the dependent variable. $r$ depends on $q$ . $r$ is a function of $q$ . you are controlling the variable $q$ ; the value of $r$ is based on that.with function rules, we have the dependent variable completely isolated.isolate $r$ completely; have it on one side of the equation, away from the other terms. $11q-4=3r-6$ add 6 to both sides so that the 6 on the right side can add to zero and go away. $\begin{aligned} 11q-4 +(6) & = 3r - 6 +(6) \\ 11q + 2 & = 3r \end{aligned}$ divide both sides by 3 to get rid of the coefficient of 3 on r. $\begin{aligned} \frac{11q + 2}{3} & = \frac{3r}{3}\\ \frac{11q + 2}{3} & = r \\ r & = \frac{11q + 2}{3} \end{aligned}$ we have isolated r completely.recall that $r$ is a function of $q$ , that is, $r$ depends on $q$ .so using function notation $f(q) = \dfrac{11q + 2}{3}$ f(q) = (11q+2)/(3)
Can someone me with questions? (function rules from equations)

Can someone me with questions? (function rules from equations)

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