⋪504
Objective
type Questions
Q .1 if diameter of a circle is 4 cm so the value of radius will be :
(a) 4 cm (b) 5 cm
(c) 3 cm (d) 2 cm
Ans. (d) 2cm
Q.2 20% of Rs.500 will be equal to:
(a) 30% of Rs 700 (b)50% Rs 400
(c) 12 1/2 % of Rs 800. (d) 60% of Rs 250
Ans.(c) 12 1/2 % of Rs 800.
Q.3 L.C.M of 24 and 36 is :
(a) 24 (b) 27
(c) 67 (d) 72.
Ans. (d) 72
Q.4 nature of mathematics is :
(a) Mathematics is logical (b) Mathematics is precise
(c) Mathematics is symbolic (d) All of these.
Ans. (d) All of these.
Q.5 Where mathematics education can give beyond classroom :
(a) market (b) Garden
(c) real life (d) all of these
Ans.all of these .
Q.6 ........... is the point at which the learner begins to put the Abstract experience and clarify their mis-conception :
(a) exploration (b) elaboration
(c) explanation (d) evaluation.
Ans.(c) explanation.
Q.7 2,4,6,8......etc.are the number :
(a) Even numbers (b) Odd numbers
(c) Prime numbers (d) Natural numbers.
Ans.(a) Even numbers.
Q. 8 3D shapes does not include :
(a) Cuboid (b) Cube
(c) pyramid (d) Rhombus
Ans.(d) Rhombus
Q.9 Mean of first five natural no. will be :
(a) 6 (b) 5
(c) 3 (d) none of these
Ans.(c) 3
Q.10 who needs the assessment information of students performance :
(a) Teacher (b) Parents
(c) Stakeholders (d) All of these
Ans.(d) All of these
Q .1 if diameter of a circle is 4 cm so the value of radius will be :
(a) 4 cm (b) 5 cm
(c) 3 cm (d) 2 cm
Ans. (d) 2cm
Q.2 20% of Rs.500 will be equal to:
(a) 30% of Rs 700 (b)50% Rs 400
(c) 12 1/2 % of Rs 800. (d) 60% of Rs 250
Ans.(c) 12 1/2 % of Rs 800.
Q.3 L.C.M of 24 and 36 is :
(a) 24 (b) 27
(c) 67 (d) 72.
Ans. (d) 72
Q.4 nature of mathematics is :
(a) Mathematics is logical (b) Mathematics is precise
(c) Mathematics is symbolic (d) All of these.
Ans. (d) All of these.
Q.5 Where mathematics education can give beyond classroom :
(a) market (b) Garden
(c) real life (d) all of these
Ans.all of these .
Q.6 ........... is the point at which the learner begins to put the Abstract experience and clarify their mis-conception :
(a) exploration (b) elaboration
(c) explanation (d) evaluation.
Ans.(c) explanation.
Q.7 2,4,6,8......etc.are the number :
(a) Even numbers (b) Odd numbers
(c) Prime numbers (d) Natural numbers.
Ans.(a) Even numbers.
Q. 8 3D shapes does not include :
(a) Cuboid (b) Cube
(c) pyramid (d) Rhombus
Ans.(d) Rhombus
Q.9 Mean of first five natural no. will be :
(a) 6 (b) 5
(c) 3 (d) none of these
Ans.(c) 3
Q.10 who needs the assessment information of students performance :
(a) Teacher (b) Parents
(c) Stakeholders (d) All of these
Ans.(d) All of these
unit-6 part-5 VIMP question answer
Unit
6 Part 5
Question 1. Describe what you understand with the
symmetry of the triangles.
Answer: A flat shape has two sides, shape and form. If the
shape and form of the two shapes are the same, then it will be congruent.
The shape shapes are called identical shapes. In
particular, similar-shaped triangles are called identical triangles. The study
of geometry in Greece was done by Thales. He had proven to be an important fact
in relation to similar triangles - "In the same triangle, the length of
any two corresponding arms is always the same. Even if we are real to you, we
are nothing. "With the help of this fact, if two sides of one are known in
two identical triangles and only one side of the other is known then the other
side can also be known. According to the historians, Thales had known the
length of the shadow of a pyramid in Egypt and found the height of that pyramid.
Using similar triangles, it is possible to measure those heights and distances,
which could not be measured by the end. An important contribution given to
humanity by geometry science is the use of indirect maps based on the theory of
similar triangle.
Make one of these and put them on another shape. If these
figures cover each other with complete history, then they are called
convergence.
Now let's take two shapes, which have similar forms, some
examples are as follows.
Two photos of the same person were made from the same
negative, but the size of both is different, that is, the same form but
different sizes.
Map of India is printed in the book and a map is made
on the wall. Both have the same form but the size is different.
Question 2. Define Sarvangam Shape Do homogeneous shapes are
congruent?
Answer: Two flat shapes (linear shapes in one plane) are
called congruent if a written figure covers over the completeness of another
written figure. The congruent shapes are identical, but similar shapes may not
be congruent.
Question 3. Explain the congruence of the sector and the
congruence of angles with the diagram.
Answer- (1) Congruency of the line segment-
If
the length of the two line segments is equal, then the line segments are called
congruent
Are. The
length of this type of congruent line segments is equal to one another.
(2) Congestion of angles: If the measure of two angles is
equal, then who is called the congener.
Thus, the
measurement of two congruent angles is equal.
Question 4. Write Application for Sarvangamatma.
Answer: When two angles and two sides of two triangles need
to prove congruity, then we try to prove both the triangles to be congruent. Congestion
of triangles is an important tool that helps solve many problems of geometry.
Examples-
Question 5. What are the different conditions for
convergence of triangle?
Answer: (1) If under a conformation, two sides of a triangle
and the angle under them are equal to the two sides of the other triangle and
the angle under them, then this triangle is congruent. This is called S-A-S
congruent restriction.
(2) If given in the given summation, the three sides of a
triangle are equal to the corresponding sides of another triangle respectively,
then both the triangles are congruent. This is called SSS Congestion Prevention.
(3) If in a conjunction, two angles of a triangle and their
underlying arm are equal to two corresponding angles of the other triangle and
the internal side, then the triangles are congruent.
(4) If a hypotenuse and a side of a right triangle is equal
to the hypotenuse and one side of the other right angled triangle under a
conformation, then the triangle is congruent. This is called RHS congruent
restriction.
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