13. PRACTICAL GEOMETRY
13. PRACTICAL GEOMETRY

289753 \(\overrightarrow{\text{XY}}\) bisects \(\angle{\text{AXB}}.\) If \(\angle{\text{YXB}}=37.5,\) what is the measure of \(\angle{\text{AXB}}\)?

1 37.5°
2 74°
3 64°
4 75°
13. PRACTICAL GEOMETRY

289756 The first step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289757 In Fig. AB = BC and AD = BD = DC.
The number of isoscles triangles in the figure is:
2

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289761 The steps for constructing a perpendicular from point A to line P Q is given in jumbled order as follows: (A does not lie on PQ)
1. Join R − S passing through A.
2. Place the pointed end of the compass on A and with an arbitrary radius, mark two points D and E on line P Q with the same radius.
3. From points D and E, mark two intersecting arcs on either side of P Q and name them R and S.
4. Draw a line P Q and take a point A anywhere outside the line.The second step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289762 The point M on \(\overleftrightarrow{\text{AB}}\) is such that \(\overline{\text{AM}}=\overline{\text{MB}}\) Which of the following is a false statement?

1 M is the mid-point of \(\overleftrightarrow{\text{AB}}\).
2 \(\overline{\text{AM}}=\frac{1}{2}\overline{\text{AB}}\)
3 \(\overline{\text{MB}}=2\overline{\text{AB}}\)
4 The point M bisects AB.
13. PRACTICAL GEOMETRY

289753 \(\overrightarrow{\text{XY}}\) bisects \(\angle{\text{AXB}}.\) If \(\angle{\text{YXB}}=37.5,\) what is the measure of \(\angle{\text{AXB}}\)?

1 37.5°
2 74°
3 64°
4 75°
13. PRACTICAL GEOMETRY

289756 The first step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289757 In Fig. AB = BC and AD = BD = DC.
The number of isoscles triangles in the figure is:
2

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289761 The steps for constructing a perpendicular from point A to line P Q is given in jumbled order as follows: (A does not lie on PQ)
1. Join R − S passing through A.
2. Place the pointed end of the compass on A and with an arbitrary radius, mark two points D and E on line P Q with the same radius.
3. From points D and E, mark two intersecting arcs on either side of P Q and name them R and S.
4. Draw a line P Q and take a point A anywhere outside the line.The second step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289762 The point M on \(\overleftrightarrow{\text{AB}}\) is such that \(\overline{\text{AM}}=\overline{\text{MB}}\) Which of the following is a false statement?

1 M is the mid-point of \(\overleftrightarrow{\text{AB}}\).
2 \(\overline{\text{AM}}=\frac{1}{2}\overline{\text{AB}}\)
3 \(\overline{\text{MB}}=2\overline{\text{AB}}\)
4 The point M bisects AB.
13. PRACTICAL GEOMETRY

289753 \(\overrightarrow{\text{XY}}\) bisects \(\angle{\text{AXB}}.\) If \(\angle{\text{YXB}}=37.5,\) what is the measure of \(\angle{\text{AXB}}\)?

1 37.5°
2 74°
3 64°
4 75°
13. PRACTICAL GEOMETRY

289756 The first step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289757 In Fig. AB = BC and AD = BD = DC.
The number of isoscles triangles in the figure is:
2

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289761 The steps for constructing a perpendicular from point A to line P Q is given in jumbled order as follows: (A does not lie on PQ)
1. Join R − S passing through A.
2. Place the pointed end of the compass on A and with an arbitrary radius, mark two points D and E on line P Q with the same radius.
3. From points D and E, mark two intersecting arcs on either side of P Q and name them R and S.
4. Draw a line P Q and take a point A anywhere outside the line.The second step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289762 The point M on \(\overleftrightarrow{\text{AB}}\) is such that \(\overline{\text{AM}}=\overline{\text{MB}}\) Which of the following is a false statement?

1 M is the mid-point of \(\overleftrightarrow{\text{AB}}\).
2 \(\overline{\text{AM}}=\frac{1}{2}\overline{\text{AB}}\)
3 \(\overline{\text{MB}}=2\overline{\text{AB}}\)
4 The point M bisects AB.
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13. PRACTICAL GEOMETRY

289753 \(\overrightarrow{\text{XY}}\) bisects \(\angle{\text{AXB}}.\) If \(\angle{\text{YXB}}=37.5,\) what is the measure of \(\angle{\text{AXB}}\)?

1 37.5°
2 74°
3 64°
4 75°
13. PRACTICAL GEOMETRY

289756 The first step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289757 In Fig. AB = BC and AD = BD = DC.
The number of isoscles triangles in the figure is:
2

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289761 The steps for constructing a perpendicular from point A to line P Q is given in jumbled order as follows: (A does not lie on PQ)
1. Join R − S passing through A.
2. Place the pointed end of the compass on A and with an arbitrary radius, mark two points D and E on line P Q with the same radius.
3. From points D and E, mark two intersecting arcs on either side of P Q and name them R and S.
4. Draw a line P Q and take a point A anywhere outside the line.The second step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289762 The point M on \(\overleftrightarrow{\text{AB}}\) is such that \(\overline{\text{AM}}=\overline{\text{MB}}\) Which of the following is a false statement?

1 M is the mid-point of \(\overleftrightarrow{\text{AB}}\).
2 \(\overline{\text{AM}}=\frac{1}{2}\overline{\text{AB}}\)
3 \(\overline{\text{MB}}=2\overline{\text{AB}}\)
4 The point M bisects AB.
13. PRACTICAL GEOMETRY

289753 \(\overrightarrow{\text{XY}}\) bisects \(\angle{\text{AXB}}.\) If \(\angle{\text{YXB}}=37.5,\) what is the measure of \(\angle{\text{AXB}}\)?

1 37.5°
2 74°
3 64°
4 75°
13. PRACTICAL GEOMETRY

289756 The first step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289757 In Fig. AB = BC and AD = BD = DC.
The number of isoscles triangles in the figure is:
2

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289761 The steps for constructing a perpendicular from point A to line P Q is given in jumbled order as follows: (A does not lie on PQ)
1. Join R − S passing through A.
2. Place the pointed end of the compass on A and with an arbitrary radius, mark two points D and E on line P Q with the same radius.
3. From points D and E, mark two intersecting arcs on either side of P Q and name them R and S.
4. Draw a line P Q and take a point A anywhere outside the line.The second step in the process is:

1 1
2 2
3 3
4 4
13. PRACTICAL GEOMETRY

289762 The point M on \(\overleftrightarrow{\text{AB}}\) is such that \(\overline{\text{AM}}=\overline{\text{MB}}\) Which of the following is a false statement?

1 M is the mid-point of \(\overleftrightarrow{\text{AB}}\).
2 \(\overline{\text{AM}}=\frac{1}{2}\overline{\text{AB}}\)
3 \(\overline{\text{MB}}=2\overline{\text{AB}}\)
4 The point M bisects AB.