Question: Suppose an object initially at (x_{mathrm{i}}) at (t_{mathrm{i}}=0) has a constant acceleration whose (x) component is (a_{x}). Use calculus to show that the (x) component

Suppose an object initially at \(x_{\mathrm{i}}\) at \(t_{\mathrm{i}}=0\) has a constant acceleration whose \(x\) component is \(a_{x}\). Use calculus to show that the \(x\) component of the velocity and the \(x\) coordinate at some final instant \(t_{\mathrm{f}}\) are given by Eq. 3.10 and Eq. 3.9, respectively,

Data from Eq. 3.9

x = x+x+at (constant acceleration)

Data from Eq. 3.10

image text in transcribed

x = x+x+at (constant acceleration)

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