1 Marks Question

Question 11 Mark

See Fig. and write the coordinates of the point $M.$

Answer

The coordinates of point $M$ in the above figure is the distance of point $M$ from $x-$axis and $y-$axis. Therefore, the coordinates of point $M$ is $(-3, 0).$

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Question 21 Mark

See Fig. and write the coordinates of the point $L.$

Answer

The coordinates of point $L$ is $(0, 5).$

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Question 31 Mark

See Fig. and write the ordinate of the point $H.$

Answer

The ordinate of point $H$ is $-3.$

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Question 41 Mark

See Fig. and write the abscissa of the point $D.$

Answer

The abscissa of point $D$ is $6.$

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Question 51 Mark

See Fig. and write the point identified by the coordinates $(2, – 4)$

Answer

The required point is $G.$

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Question 61 Mark

See Fig. and write the point identified by the coordinates $(–3, –5)$

Answer

The required point is $E.$

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Question 71 Mark

See Fig. and write the coordinates of $C$

Answer

The required coordinates of point $C$ are $(5, -5).$

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Question 81 Mark

See Fig. and write the coordinates of $B$

Answer

The required coordinates of point $B$ are $(-5, 2).$

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Question 91 Mark

Write the name of the point where the two axis intersect.

Answer

The point where the two lines intersect is called origin.

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Question 101 Mark

What is the name of horizontal and vertical lines drawn to determine the position of any point in the Cartesian plane$?$

Answer

The name of horizontal line is $x –$axis
The name of vertical line is $y –$ axis

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Question 111 Mark

Write the coordinate of the points marked on the axes in the figure.

Answer

$A = (4, 0)$
$B = (0, 3)$
$C = (–5, 0)$
$D = (0, –4)$
$E = ( 2\over3, 0)$

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MATHS 1 Marks Question

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