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<li>E From f(0)= 8, that means y=8 when x=0 and because 8 is four lines up, each line represents 2 units. So when you find f(6) you go 3 right (3x2=6) and see that the graph is 2 lines up, so 2x2=4 or E</li>
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<p>2.A. I got Abecause No points on the graph satisfies f(x)=g(x)= (3/5)x</p>
<p>Its a graph so the values on the axis must be increasing/decreasing in some sort of order. When f(0) the y-value is 8 ( as shown on the graph where the curve cuts the y-axis) hence you assume that that point is 8. Consequently you cand educe that the y-axis increases by 2 units.</p>
<p>Same thing can be said for the x-axis, when f(-6), the y value is 0 and that is shown on the graph where the line on the left cuts the x-axis, at a pint you can only assume to be -6.</p>
<p>so now we now the scale for the graph is y-axis: 2units:1cm and the x-axis: 2units:1cm. So all you do is count of 6 units o the x-axis (on the positive side) and then read the value for the y-axis which would be 4.</p>
<p>For the first one, there’s a scale of each box=2 units. so basically, you go 3 boxes over (so x=6) and see what the f(x), or y-value is. Since the scale=2 and the y value is 2 boxes up, the answer is 4.</p>
<p>For the second one, you could sketch a line with an approximate slope of 3/5 to represent g(x), then see how many times f(x) and g(x) intersect, which is 2. This would even work with a line that had a slope of 1, such as f(x)=x, if you were pressed for time and couldn’t draw a line with a slope of 3/5.</p>