Question

on the
Check Weather the point(3,-2) lies
equation 6x-2y = 3​

Answer 1

Answer:

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The quadrants are labeled with quadrant I (Roman numeral one) being the upper right region, quadrant II (Roman numeral two) being the upper left region, quadrant III (Roman numeral three) being the lower left region, and quadrant IV (Roman numeral four) being the lower right region.

Answer 2

Given, equation: $$3x - 2y = 6$$.

Now, to check whether (1,2) will lie on the line 3x−2y=6, we have to put the value of (x,y) in the given equation.

LHS =3(1)−2(2)=3−4=−1

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=6 or RHS

Therefore, the point (1,2) will not lie on the line 3x−2y=6.

Now, at x=4, we have,

3(4)−2y=6

y=3

Again, 3x−2y=6

⇒ At x=0,y=−3 and at y=0,x=2

Therefore, table of points is:

x 0 2

y −3 0