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4 questions · self-marked practice — reveal the answer and mark yourself.

Question 11 Mark
See Fig. and complete the statements: The x-coordinate and the y-coordinate of the point S are ________ and ________, respectively. Hence, the coordinates of S are (________, ________).
Answer
The $x$ and $y$ coordinate of the point $S$ are $3$ and $– 4,$ respectively. Hence, the coordinates of the point $S$ are $(3, – 4).$
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Question 21 Mark
See Fig. and complete the statements: The $x-$coordinate and the y-coordinate of the point $L$ are ________ and ________, respectively. Hence, the coordinates of $L$ are (________, ________).
Answer
The $x$ and $y$ coordinate of the point $L$ are $–5$ and $– 4,$ respectively. Hence, the coordinates of the point $L$ are $(–5, – 4).$
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Question 31 Mark
See Fig. and complete the statements: The $x-$coordinate and the $y-$coordinate of the point $M$ are ________ and ________, respectively. Hence, the coordinates of $M$ are (________, ________).
Answer
The $x$ and $y$ coordinate of the point $M$ are $–3$ and $4,$ respectively. Hence, the coordinates of the point $M$ are $(–3, 4).$
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Question 41 Mark
See Fig. and complete the statements: The abscissa and the ordinate of the point $B$ are ________ and ________, respectively.
Answer
Since the distance of point $B$ from the $y-$axis is $4$ units. Thus $x -$ coordinate or abscissa of point $B$ is $4.$ The distance of point $B$ from the $x-$axis is $3$ units. Therefore, $y -$ coordinate or ordinate of point $B$ is $3.$
Hence, the coordinates of point $B$ are $(4, 3).$
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