Which Ordered Pair Is A Solution To The Inequality 3X 4Y 16

Which Ordered Pair Is A Solution To The Inequality 3X 4Y 16 - Which ordered pair is a solution to the inequality 3x−4y<<strong>16</strong> ? An ordered pair \( (x, y)\) is a solution of a linear inequality if the inequality is true when we substitute the values of \(x\) and \(y\). X y 0 4 4 1 x y 0 4 4. Y = (3/4) (1) +.

Determine If An Ordered Pair Is A Solution To A System Of Inequalities

Web the value you calculate will be the corresponding y value (b) and together, those values make an ordered pair (a,b) that solves the equation. Web any line can be graphed using two points. Solve the equation for y y.

Web Solution Of A Linear Inequality.

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Choose Any Value For X X That Is In The Domain To Plug Into The Equation.

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(0,−4) (2,−3) (−3,−3) (4,−1) Your Solution’s Ready To Go!

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Web Since The Inequality Is Greater Than 12, Shade Beneath The Line.

Solutions will be located in the shaded region. Web a solution of a system of two linear equations is represented by an ordered pair (x, y). Any point that lies in the shaded area will solve the inequality: