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Or there's an easier way. When x-intercept, make y =0 When y- intercepts, make x =0
When x-intercept, make y =0 x –3y = 5 x - 3(0) = 5 x = 5 It means the line will cut the x-axis at 5. ------- When y- intercepts, make x =0 x –3y = 5 0 - 3y = 5 y = -5/3 It means the line will cut y-axis at -5/3
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I'm sorry to bother you guys, i'm new here but, the solution is everything above the line?
Now comes the shading part. Solve the ineq for y. x –3y ≤ 5 -3y ≤ 5 - x \[3y \ge x - 5\] \[y \ge \frac{x-5}{3}\]
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Now since the the ineq is GREATER with y, we will shade the UPPER side of the line. So @henriquerb yes. You're right.
Thx @saifoo.khan <3 :D
You're welcome.
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