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diagrams of two angles such that they have
point in common.
points in common.
points in common.
points in common.
ray in common.
lines can pass through (a) one given point? (b) Two given points?
diagram of two angles such that they have one point in common , two points common, three points common, four points common, one ray in common
How many parts does a triangle have? Name them.
the maximum number of points of intersection of three lines taking two at a time is?how?
what is the disadvantage in comparing line segments by mere observation ? plz explain it by giving examples.
The edge of a table top represents a point - true or false
why is it better to use a divider than a ruler, while measuring the length of a line segment ?
draw a rough diagram of two angles such that they have one ray in common
the two angles of a triangle are complementary . the third angle is.
options 60 45 36 90.
are open curves also called simple curves?or are they different?I am confused!!!!!!!!!
the numerator and the denominator of a fraction are in the ratio 3:2. if 3 is added to the numerator and 2 is subtracted from the denominator, a new fraction is formed whose value is 9/4. find the original fraction.
Draw a rough sketch of a quadrilateral KLMN. State,
pairs of opposite sides,
pairs of opposite angles,
pairs of adjacent sides,
pairs of adjacent angles.
what is chord
maximum number of points of intersection of three lines,taking two at a time
if two lines have one common point they are called ____________
Q.No.1. lines,l,m and n are concurrent. Also lines r, l and m are concurrent. Draw a figure and state whether lines r, l, m and n are concurrent or not.
Q.No.2. Lines pqr ar concurrent. Also lines r, s and t are concurrent. Is ti always true that the lines p,q and s will be concurrent? Is it also true for the lines p, q and t?
What is the maximum and minimum no. of points of intersection of three lines in a plane? Also draw figures to justify your answers.
The interior of a triangle along with its boundary is called _______.
What is the difference between a chord and a diameter
what is a line segment ?
what is rectogon
if i draw 2 circles one with radius =2cm and with center A, another with radius = 3cm with center B. will they touch each other ?
why is it that structures like electric towers make use of triangular shapes and not quadrilaterals?
what is angle sum property?
one of the base angles of an isosceles triangle is 70 . the vertical angle is
THERE IS NO VIDEO IN THIS EXERCISE PLZ SHOW US A VIDEO SO WE CAN UNDERSTAND VERY EASILY ...
Q.what is a ray ?
can you please tell me what are intersecting lines
polygon and shade its interior.
What is a rhoumbus
figure to name:
(b) A line
rough sketch of a triangle ABC. Mark a point P in its interior and a
point Q in its exterior. Is the point A in its exterior or in its
what is arc?
what is difference between a triangle and its triangular region?
What do u mean by Open curve which is not simple and closed curve which is not simple explain with figure ?
What are concurrent?
What is called point of concurrence?
write the word mathematics using straight lines and observe the number of right angles, number of angles more than and less than right angles.
1.With the help of a figure, find the maximum and the minimum number of points of intersection of 04 lines in a plane.
Kindly give the answer with figure.
Angle inscribed in a major segment is
1 Acute 2 Obtuse 3 Right 4 Straight
how do we name a quadrilateral ?
what is the difference between intersecting line and parallel line ?
three triangles in the figure.
(b) Write the names of seven angles.
(c) Write the names of six line segments.
(d) Which two triangles have ∠B
diameters of a circle will necessarily intersect.
centre of a circle is always in its interior.
true or false
two diameter of a circle will necessarily intersect
the center of a circle is always in its interior
2. Linear pair
3. Adjacent angles
4. Complementary Angles
5. Supplementary Angles
6. Complementary adjacent Angles
7.Supplementary Adjacent Angles
rough sketch of a quadrilateral PQRS. Draw its diagonals. Name them.
Is the meeting point of the diagonals in the interior or exterior of
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