Questions

4 Marks Questions

🎯

Test yourself on this topic

11 questions · timed · auto-graded

Question 14 Marks
Plot the following points on the graph paper: $(4, -3)$
Answer
The given points are, $A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0)$,
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $4$ units and ordinate is $-3$ units.
The point is in the fourth quadrant.
So it will look like as shown in the following figure.
View full question & answer
Question 24 Marks
Plot the following points on the graph paper:$(0, 7)$
Answer
The given points are, $A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $0$ units and ordinate is $7$ units.
The point is on the $y-$axis.
So it will look like as shown in the following figure.
 
View full question & answer
Question 34 Marks
Plot the following points on the graph paper:$(7, 0)$
Answer
The given points are, $A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $7$ units and ordinate is $0$ units.
The point is on the $x-$axis. So it will look like as shown in the following figure.
View full question & answer
Question 44 Marks
Plot the following points on the graph paper:$(0, 0)$
Answer
The given points are, $A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $0$ units and ordinate is $0$ units.
The point is basically intersection of the coordinate axis.
So it will look like as shown in the following figure
View full question & answer
Question 54 Marks
Plot the following points on the graph paper$:(-3, 2)$
Answer
The given points are, $A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $-3$ units and ordinate is $2$ units.
The point is in the second quadrant.
So it will look like as shown in the following figure.
View full question & answer
Question 64 Marks
Plot the following points on the graph paper:$(7, -4)$
Answer
The given points are,$ A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
 Let$ X'OX $and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $7$ units and ordinate is $-4 $units.
The point is in the fourth quadrant.
So it will look like as shown in the following figure.
View full question & answer
Question 74 Marks
Plot the following points on the graph paper:$(-5, -7)$
Answer
The given points are, $A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
 Let $X'OX$ and $Y'OY$ be the coordinate axes.
 Here for the given point the abscissa is $-5$ units and ordinate is $-7$ units.
The point is in the third quadrant.
So it will look like as shown in the following figure.
View full question & answer
Question 84 Marks
Plot the following points on the graph paper:$(-4, 0)$
Answer
The given points are,
$A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $- 4$ units and ordinate is $0$ units.
The point is on the $x-$axis.
So it will look like as shown in the following figure.
View full question & answer
Question 94 Marks
Plot the following points on the graph paper:
$(2, 5)$
Answer
The given points are,
$A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX $and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is $2$ units and ordinate is $5$ units.
The point is in the first quadrant.
So it will look like as shown in the following figure.
View full question & answer
Question 104 Marks
Plot the following points on the graph paper:$(0, -4)$
Answer
The given points are,
$A(2, 5), B(4, -3), C(-5, -7), D(7, -4), E(-3, 2), F(7, 0), G(-4, 0), H(0, -4), J(0, 0),$
Let $X'OX$ and $Y'OY$ be the coordinate axes.
Here for the given point the abscissa is 0 units and ordinate is -4 units.
The point is on the $y-$axis.
So it will look like as shown in the following figure.
View full question & answer
Question 114 Marks
Write the coordinates of each of the following points marked in the graph paper.
Answer
$A(3, 1), B(6, 0), C(0, 6), D(-3, 0), E(-4, 3), F(-2, -4), G(0, -5), H(3,-6), P(7, -3), Q(7, 6)$
1. The distance of point $A$ from $y$-axis is $3$ units and that of from $x$-axis is units. Since $A$ lies in the first quadrant, so its coordinates are $(3,1)$.
2. The distance of point $B$ from $y$-axis is $6$ units and that of from $x$-axis is $0$ units. Since $B$ lies on $x$-axis, so its coordinates are $(6,0)$.
3. The distance of point $C$ from $y$-axis is $0$ units and that of from $x$-axis is $6$ units. Since $C$ lies on $y$-axis, so its coordinates are $(0,6)$.
4. The distance of point $D$ from $y$-axis is $-3$ units and that of from $x$-axis is $0$ units. Since $D$ lies on $x$-axis, so its coordinates are $(-3,0)$.
5. The distance of point $E$ from $y$-axis is $-4$ units and that of from $x$-axis is $3$ units. Since $E$ lies in the second quadrant, so its coordinates are $(-4,3)$.
6. The distance of point $F$ from $y$-axis is $-2$ units and that of from $x$-axis is $-4$ units. Since $F$ lies in the third quadrant, so its coordinates are $(-2,-4)$.
7. The distance of point $G$ from $y$-axis is $0$ units and that of from $x$-axis is $-5$ units. Since $G$ lies on $y$-axis, so its coordinates are $(0,-5)$.
8. The distance of point H from y -axis is $3$ units and that of from x -axis is $-6$ units. Since H lies in the fourth quadrant, so its coordinates are $(3,-6)$.
9. The distance of point $P$ from $y$-axis is $7$ units and that of from $x$-axis is $-3$ units. Since $P$ lies in the fourth quadrant, so its coordinates are $(7,-3)$.
10. The distance of point $Q$ from $y$-axis is $7$ units and that of from $x$-axis is $6$ units. Since $Q$ lies in the first quadrant, so its coordinates are $(7,6)$.
View full question & answer