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real - world data varies, even when trends are visible the line of best…

Question

real - world data varies, even when trends are visible
the line of best fit is incorrect
question 3
the equation of the line of best fit is approximately $y = 0.6x + 2$. a player who averages 10 hours of practice per week is predicted to reach which average tournament round?
round
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≈ $\frac{n}{m}$ $x_\square$ $x^\square$ $\infty$
$x^n$ $\sqrt{\square}$ $\sqrt\square{\square}$ $\sqrt{}$
a podcast host tracks the number of episodes released and how many followers

Explanation:

Step1: Substitute the value of \(x\)

Given the equation \(y = 0.6x+2\), and \(x = 10\) (hours of practice per week). Substitute \(x = 10\) into the equation.

$$y=0.6\times10 + 2$$

Step2: Calculate the value of \(y\)

First, calculate \(0.6\times10=6\). Then add \(2\) to the result.

$$y=6 + 2=8$$

Answer:

\(8\)