Horizontal Stretch Vs Shrink / For example, if you had the equation y=x^2, and you put a coefficient of 5 in front of x, every y value will increase 5 times.

Horizontal Stretch Vs Shrink : How about we try with $x = 3$ $y = f(2x)$ so $y = f(2*3)$ so $y = f(6)$ and this is the same as our first scenario, so because half the value of $x$ is required to plot the same $y$ point when $y = f(2x)$ the entire curve squeezes horizontally to half it's size.

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