Question

which point is in quadrant i? (1, 5) (-1, -4) (5, -3) (-4, 4)

Explanation:

Step1: Recall Quadrant I rule

In Quadrant I, both \(x\)-coordinate and \(y\)-coordinate are positive (\(x>0, y>0\)).

Step2: Check each point

• For \((1, 5)\): \(x = 1>0\), \(y = 5>0\), so it satisfies Quadrant I conditions.
• For \((-1, -4)\): \(x=-1<0\), \(y = - 4<0\) (Quadrant III).
• For \((5, -3)\): \(x = 5>0\), \(y=-3<0\) (Quadrant IV).
• For \((-4, 4)\): \(x=-4<0\), \(y = 4>0\) (Quadrant II).

Answer:

\((1, 5)\)