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question_answer1)
Who is the father of Geometry
A)
Euclid done
clear
B)
Pythagoras done
clear
C)
Thales done
clear
D)
C. V. Raman done
clear
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question_answer2)
Point, Line and plane are __________ term Geometry.
A)
Undefine done
clear
B)
Define done
clear
C)
Useless done
clear
D)
Unuseless done
clear
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question_answer3)
Number of lines that can be drawn thrown 'n' non collinear points is ________
A)
\[\frac{n(n+2)}{n}\] done
clear
B)
\[\frac{n\left( n-1 \right)}{2}\] done
clear
C)
\[\frac{n+1}{2}\] done
clear
D)
\[\frac{n-1}{2}\] done
clear
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question_answer4)
In a solid the number of vertices are V, number of faces are F, and number of edge are E, then the relation between them is
A)
\[V+F=E+2\] done
clear
B)
\[V+E=F+2\] done
clear
C)
\[V+F=V-2\] done
clear
D)
\[V+2=E+F\] done
clear
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question_answer5)
Which of the following is symbol for congruent?
A)
\[=\] done
clear
B)
\[\sim \] done
clear
C)
\[\cong \] done
clear
D)
None of these done
clear
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question_answer6)
Greater length are measured with
A)
tape done
clear
B)
Scale done
clear
C)
divider done
clear
D)
None of these done
clear
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question_answer7)
If \[AB=(x+4)cm,\] \[CD=(2x+4)=12\] then value of\[AB+CD=\]?
A)
8 cm done
clear
B)
30 cm done
clear
C)
20 cm done
clear
D)
12 cm done
clear
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question_answer8)
If \[\angle ABC+68{}^\circ =156{}^\circ ,\]then \[\angle ABC\] is
A)
An acute Angle done
clear
B)
An obtuse Angle done
clear
C)
A reflex Angle done
clear
D)
None of these done
clear
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question_answer9)
In the figure \[x:y=4:11\]then \[a,\,\,b\]are
A)
\[48{}^\circ ,\,\,112{}^\circ \] done
clear
B)
\[132{}^\circ ,\,\,\text{60}{}^\circ \] done
clear
C)
\[48{}^\circ ,\,\,\text{132}{}^\circ \] done
clear
D)
\[45{}^\circ ,\,\,\text{135}{}^\circ \] done
clear
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question_answer10)
If the lines are parallel, then the sum of co-interior angles is
A)
\[90{}^\circ \] done
clear
B)
\[180{}^\circ \] done
clear
C)
\[60{}^\circ \] done
clear
D)
\[360{}^\circ \] done
clear
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question_answer11)
A straight line which intersect two or more given lines at different points is called a
A)
Transversal done
clear
B)
Intersecting line done
clear
C)
Concurrent line done
clear
D)
Perpendicular line done
clear
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question_answer12)
Point of Concurrence of altitudes is called
A)
Centroid done
clear
B)
Circumcenter done
clear
C)
Orthocenter done
clear
D)
Incenter done
clear
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question_answer13)
In a \[\Delta \] centroid G divides the median in the ratio ___________ from the vertex.
A)
\[1:2\] done
clear
B)
\[2:1\] done
clear
C)
\[3:1\] done
clear
D)
\[1:3\] done
clear
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question_answer14)
In the given figure \[\angle A=112{}^\circ ,\,\,B=24{}^\circ \]find \[2\angle A-(\angle B+\angle C)=?\]
A)
\[156{}^\circ \] done
clear
B)
\[165{}^\circ \] done
clear
C)
\[145{}^\circ \] done
clear
D)
\[150{}^\circ \] done
clear
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question_answer15)
In a Rhombus ABCD, its diagonal intersect at O, then \[\angle AOB\]=______.
A)
\[180{}^\circ \] done
clear
B)
\[0{}^\circ \] done
clear
C)
\[90{}^\circ \] done
clear
D)
\[60{}^\circ \] done
clear
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question_answer16)
ABCD is a quadrilateral \[AB=BC=CD=DA\] and \[\angle A=\] \[\angle B=\] \[\angle C=\] \[\angle D=90{}^\circ \] then ABCD can be called
A)
Rhombus done
clear
B)
Square done
clear
C)
Parallelogram done
clear
D)
Rectangle done
clear
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question_answer17)
The circle whose radius are equal are called as
A)
Semicircle done
clear
B)
Concentric circle done
clear
C)
Congruent circle done
clear
D)
Symmetric done
clear
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question_answer18)
The longest chord of a circle is
A)
Tangent done
clear
B)
Radius done
clear
C)
Diameter done
clear
D)
None of these done
clear
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question_answer19)
In the adjoining figure, AB is a diameter of a circle with center O also AB=____________
A)
\[AO-OB\] done
clear
B)
\[AB-AO\] done
clear
C)
\[AO+OB\] done
clear
D)
\[AO\times OB\] done
clear
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question_answer20)
The number of line segment in the figure is
A)
8 done
clear
B)
9 done
clear
C)
10 done
clear
D)
12 done
clear
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question_answer21)
If \[AB||CD\]then\[x=\]?
A)
\[35{}^\circ \] done
clear
B)
\[45{}^\circ \] done
clear
C)
\[60{}^\circ \] done
clear
D)
\[195{}^\circ \] done
clear
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question_answer22)
If \[AB||CD\]then\[x=\]?
A)
\[100{}^\circ \] done
clear
B)
\[80{}^\circ \] done
clear
C)
\[60{}^\circ \] done
clear
D)
\[70{}^\circ \] done
clear
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question_answer23)
If in \[\Delta ABC,\] \[\angle A=50{}^\circ ,\] \[\angle B=70{}^\circ ,\] \[\angle C=60{}^\circ ,\]then the ascending order of sides is
A)
\[AB<BC<AC\] done
clear
B)
\[BC<AB<AC\] done
clear
C)
\[AC<AB<BC\] done
clear
D)
\[BC<AC<AB\] done
clear
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question_answer24)
In \[\Delta ABC,\] \[\angle A=30{}^\circ ,\]\[\angle C=120{}^\circ ,\]BE is parallel to BC and\[x{}^\circ =y{}^\circ ,x{}^\circ +y{}^\circ +z{}^\circ =?\]
A)
\[180{}^\circ \] done
clear
B)
\[210{}^\circ \] done
clear
C)
\[150{}^\circ \] done
clear
D)
\[90{}^\circ \] done
clear
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question_answer25)
In the given figure \[AB||CD\] find x?
A)
\[60{}^\circ \] done
clear
B)
\[120{}^\circ \] done
clear
C)
\[180{}^\circ \] done
clear
D)
\[210{}^\circ \] done
clear
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question_answer26)
C is the center of the circle, then\[\angle x+\angle y=?\]
A)
\[90{}^\circ \] done
clear
B)
\[100{}^\circ \] done
clear
C)
\[130{}^\circ \] done
clear
D)
\[45{}^\circ \] done
clear
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question_answer27)
In a\[\Delta ABC,\] if \[2\angle A=3\] \[\angle B=6\angle C,\]determine \[\angle A=?\]
A)
\[90{}^\circ \] done
clear
B)
\[30{}^\circ \] done
clear
C)
\[40{}^\circ \] done
clear
D)
\[60{}^\circ \] done
clear
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question_answer28)
If a bicycle wheel has 36 spokes, then the angle between a pair of adjacent spokes is
A)
\[10{}^\circ \] done
clear
B)
\[15{}^\circ \] done
clear
C)
\[20{}^\circ \] done
clear
D)
\[12{}^\circ \] done
clear
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question_answer29)
Which solid has the greatest number of faces.
A)
Cone done
clear
B)
Cylinder done
clear
C)
Triangular prism done
clear
D)
Cube done
clear
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question_answer30)
Line segment joining the vertices to the mid-points of the opposite sides of a triangle are known as
A)
Medians done
clear
B)
Altitudes done
clear
C)
Heights done
clear
D)
Angle bisectors done
clear
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question_answer31)
Statement I: From the adjacent figure, the points A, B, C, D, E, F are collinear Points |
|
Statement II: the points lying on the same line are collinear points. |
A)
Both Statement -I and Statement - II are true. done
clear
B)
Both Statement -I and Statement - II are false. done
clear
C)
Statement I is true. Statement II is false. done
clear
D)
Statement I is false, Statement II is true. done
clear
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question_answer32)
Direction: Comprehension Type: |
In the adjacent figure, |
|
The lines intersecting in C are _____
A)
\[\overleftrightarrow{CD},\overleftrightarrow{EC},\overleftrightarrow{AC}\] done
clear
B)
\[\overleftrightarrow{CD},\overleftrightarrow{AC},\overleftrightarrow{GC}\] done
clear
C)
\[\overleftrightarrow{CD},\overleftrightarrow{AF},\overleftrightarrow{BE}\] done
clear
D)
\[\overleftrightarrow{CD},\overleftrightarrow{AF},\overleftrightarrow{BD}\] done
clear
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question_answer33)
Direction: Comprehension Type: |
In the adjacent figure, |
|
Collinear Points are ____
A)
A, B, C done
clear
B)
D, G, B done
clear
C)
F, G, D done
clear
D)
F, E, G done
clear
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question_answer34)
Direction: Comprehension Type: |
In the adjacent figure, |
|
The lines passing through 'G' are _____
A)
\[\overleftrightarrow{FC},\overleftrightarrow{EC}\] done
clear
B)
\[\overleftrightarrow{FA},\overleftrightarrow{AC}\] done
clear
C)
\[\overleftrightarrow{FD},\overleftrightarrow{CD}\] done
clear
D)
\[\overleftrightarrow{AB},\overleftrightarrow{AF}\] done
clear
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question_answer35)
Direction: Comprehension Type: |
In the adjacent figure, |
|
Statement I: If two line segments \[\overleftrightarrow{AB}\] and \[\overleftrightarrow{CD}\] are equal in length, then they are said to be congruent and it is denoted by\[\overleftrightarrow{AB}\cong \overleftrightarrow{CD}\]. |
Statement II. If \[AB+BC=AC\] and \[AB=BC,\]then B is said to be the mid - point of AC. |
A)
Both Statement -I and Statement - II are true. done
clear
B)
Both Statement -I and. Statement - II are false. done
clear
C)
Statement I is false. Statement II is true. done
clear
D)
Statement I is true, Statement II is false. done
clear
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question_answer36)
Two adjacent angles on a straight line are\[x{}^\circ \]and\[(2x-27){}^\circ \]then \[x=\]?
A)
\[57{}^\circ \] done
clear
B)
\[69{}^\circ \] done
clear
C)
\[77{}^\circ \] done
clear
D)
\[87{}^\circ \] done
clear
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question_answer37)
Statement I: In the adjoining figure \[l||m\] is cut by the transversal 'n'. If \[\angle 1=70{}^\circ \]then \[\angle 6=110{}^\circ \] |
Statement II: In the adjoining figure \[\angle 1=\angle 3=\angle 5=\angle 7\] and \[\angle 2=\angle 4=\angle 6=\angle 8\] |
|
A)
Both Statement -I and Statement - II are true. done
clear
B)
Both Statement -I and Statement - II are false. done
clear
C)
Statement -I is true, Statement II is false. done
clear
D)
Statement -I is false, Statement II is true. done
clear
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question_answer38)
Using the given figure, match the following.
| Column -I | | Column -II |
\[{{a}_{1}}\] | \[x{}^\circ =\_\_\_\_\] | (p) | \[120{}^\circ \] |
\[{{b}_{1}}\] | \[y{}^\circ =\_\_\_\_\] | (q) | \[30{}^\circ \] |
\[{{c}_{1}}\] | \[(x{}^\circ +t{}^\circ )=\_\_\_\_\] | (r) | \[50{}^\circ \] |
\[{{d}_{1}}\] | \[(z-y){}^\circ =\_\_\_\_\] | (s) | \[170{}^\circ \] |
| | (t) | \[10{}^\circ \] |
A)
\[({{a}_{1}}-r),\,\,({{b}_{1}}-p),\,\,({{c}_{1}}-s),\,\,({{d}_{1}}-t)\] done
clear
B)
\[({{a}_{1}}-{{b}_{1}}),\,\,({{b}_{1}}-{{c}_{1}}),\,\,({{c}_{1}}-{{d}_{1}}),\,\,({{d}_{1}}-{{a}_{1}})\] done
clear
C)
\[({{a}_{1}}-p),\,\,({{b}_{1}}-r),\,\,({{c}_{1}}-t),\,\,({{d}_{1}}-s)\] done
clear
D)
None of these done
clear
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question_answer39)
Direction for question: In the adjoining figure, \[AB||CD,~\]\[l\]is a transversal, |
|
\[8x=\]
A)
\[120{}^\circ \] done
clear
B)
\[80{}^\circ \] done
clear
C)
\[60{}^\circ \] done
clear
D)
\[90{}^\circ \] done
clear
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question_answer40)
Direction for question: In the adjoining figure, \[AB||CD,~\]\[l\]is a transversal, |
|
\[8x+y+z=\]
A)
\[280{}^\circ \] done
clear
B)
\[160{}^\circ \] done
clear
C)
\[180{}^\circ \] done
clear
D)
\[100{}^\circ \] done
clear
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