The point which lies in the half plane 3 x -2 y -2 - 0 isa -3-1 -b -2-3 c 3-2 - d -1-3

Only point (3,2) satisfies the condition nbsp;3x 2y 2≥0 i.e., 3×3 2×2 2=3≥0. Therefore, answer is (c) (3,2) ...

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Standard XII

Mathematics

Condition for Two Lines to Be Perpendicular

The point whi...

Question

The point which lies in the half plane $3 x - 2 y - 2 \geq 0$ is

$(a) (- 3, - 1) (b) (2, 3) (c) (3, 2) (d) (1, 3)$

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Solution

Only point $(3, 2)$ satisfies the condition $3 x - 2 y - 2 \geq 0$ i.e., $3 \times 3 - 2 \times 2 - 2 = 3 \geq 0$ .
Therefore, answer is $(c) (3, 2)$

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The point which lies in the half plane 3x−2y−2≥0 is (a) (−3,−1) (b) (2,3)(c) (3,2) (d) (1,3)

Only point (3,2) satisfies the condition 3x−2y−2≥0 i.e., 3×3−2×2−2=3≥0. Therefore, answer is (c) (3,2)

The point which lies in the half plane $3 x - 2 y - 2 \geq 0$ is

$(a) (- 3, - 1) (b) (2, 3) (c) (3, 2) (d) (1, 3)$

Only point $(3, 2)$ satisfies the condition $3 x - 2 y - 2 \geq 0$ i.e., $3 \times 3 - 2 \times 2 - 2 = 3 \geq 0$ .
Therefore, answer is $(c) (3, 2)$