the line y+x^2 is lie in which quadrant
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Combining stmt 1 and 2:
From 1: Point (x, y) will be either in the first quadrant(where x and y are both positive)or third quadrant (where x and y both are negative)
From 2: When x and y are both positive 5x + 7y is always positive (So it does not satisfy 5x + 7y < -1/2) So (x,y) can never be in quadrant I.
It has to be in quadrant III
HOPE IT HELPS
MARK BRAINLIEST
From 1: Point (x, y) will be either in the first quadrant(where x and y are both positive)or third quadrant (where x and y both are negative)
From 2: When x and y are both positive 5x + 7y is always positive (So it does not satisfy 5x + 7y < -1/2) So (x,y) can never be in quadrant I.
It has to be in quadrant III
HOPE IT HELPS
MARK BRAINLIEST
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it lies in forth and third quadrant
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