Consider the lines y=8x+1, y=-8x+1 and y=2x+1. How are these lines the same, if at all? How do their slopes compare? Is there a
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Answer:
None of the graphs of the equations pass through M(−10, 15).
Step-by-step explanation:
We are given the function .
It is given that the point B lies on the graph of the given function.
1. B(2, −3)
That is, x= 2 and y= -3
So, y= kx ⇒ -3 = 2k ⇒
Thus, the function is
2. i.e.
That is, and y= -2
So, y= kx ⇒ ⇒
⇒
Thus, the function is
From the graph plotted below, we get that,
None of the graphs of the equations pass through M(−10, 15).
1) Two triangles are similar if they have congruent angles and proportional sides (for each corresponding leg).
2) So let's check whether there are similar triangles by setting a proportion:
3) So yes they are similar, i.e. ΔCAB ~ΔHGJ