Question

in which qudrant does (1,-4) lies​

Answer 1

Step-by-step explanation:

In Quadrant IV

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Answer 2

Given point (1, -4) will lie in the fourth quadrant because here the x-coordinate is positive while the y-coordinate is negative.

Hence, It will lie in 4 Quadrant.

Imagine the following diagram to find the quadrant of a point.

$\setlength{ \unitlength}{1cm} \thicklines \begin{picture}(10,10) \put(5,0){ \vector(1,0){3.2}} \put(5,0){ \vector( - 1,0){3.2}} \put(5,0){ \vector(0,1){3.2}} \put(5,0){ \vector(0, - 1){3.2}} \put(3,1.5){ \sf ( - , + )} \put(5.8,1.5){ \sf ( + , + )} \put(3, - 1.5){ \sf ( - , - ) } \put(5.8, - 1.5){ \sf ( + , - )} \put(1.5, - 0.08){ \sf x} \put(8.4, - 0.08){ \sf x} \put(4.93, - 3.5){ \sf y} \put(4.93,3.5){ \sf y} \multiput(2.3, - 0.15)(0.6,0){10}{ \line(0,1){0.3}} \multiput(4.85,2.7)(0, - 0.6){10}{ \line(1,0){0.3}} \end{picture}$