Question

△abc △abc
a(4,3) a(8,6)
b(4,0) b(8,0)
c(0,0) c(0,0)
how are the coordinates related?
you can multiply the coordinates of
△abc by ? to find the coordinates
of △abc.

Explanation:

Step1: Analyze the x - coordinate relationship

For point \(A(4,3)\) and \(A'(8,6)\), \(x\) - coordinate: \(\frac{8}{4}=2\). For point \(B(4,0)\) and \(B'(8,0)\), \(x\) - coordinate: \(\frac{8}{4}=2\).

Step2: Analyze the y - coordinate relationship

For point \(A(4,3)\) and \(A'(8,6)\), \(y\) - coordinate: \(\frac{6}{3}=2\). For point \(B(4,0)\) and \(B'(8,0)\), \(y\) - coordinate: \(\frac{0}{0}\) (but since \(B\) and \(B'\) have \(y = 0\), and non - zero \(y\) values scale by \(2\)).

Answer:

\(2\)