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You are given two coordinate pairs, \[\left( P_1, F_1 \right)\text{ and }\left( P_2,F_2 \right)\]Determine the equation exactly how you did in the last problem you posted. Then set P=3 and solve for F
(15, 6) (20, 8) .4 is the slope ?
@ospreytriple
you'll notice that 15/6 = 2.5 and 20/8 = 2.5 so, what times 2.5 = 3? 2.5x = 3
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or you can use the slope you got, .4 .4*3 = ????
Yes, you get 0.4 as the slope. For the equation, are you expected to use point-slope form or slope-intercept form?
ok... so its B ? @ospreytriple
and .. i have no idea
@jim_thompson5910
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Looks like B, since that's the only one with 0.4 as the slope.
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