QUE 1.. what is vertically opposite angle
QUE 2... what is corresponding angle
QUE 3... what is linear pair angle..
QUE 4 .. how to identity that the angle is :- linear pair angle or supplementary angle or complementary angle...
QUE 5 ... what is parallel line..
explain me in hindi...
who will give good explanation or whose answer is able to understand me all concepts i will mark her : him brainlest....
Answers
Answered by
7
1) Jo angle ek dusre ke saamne ho usse vertically opposite angle kahte hai .
1x2 ,yaha angle 1= angle 2
2)Jab 2 parallel line KO 1 transversel line intersect karta hai tab Jo uppar waale angle hote hai unhe corresponding kahte hai .
__!1__
__!2__
!
tab angle 1=angle 2
3) jab 2 angle ek dusre ke agal bagal ho toh unhe liner pair kahte hai .
___1/2___
angle 1 aur 2 linear pair hai
linear angle sum is 180° and how it looks I have shown above
and supplementry angle whose two angle sum is also 180° but iske liye koi figure na hai
complementry angle is those angle whose two angle sum is 90°
1x2 ,yaha angle 1= angle 2
2)Jab 2 parallel line KO 1 transversel line intersect karta hai tab Jo uppar waale angle hote hai unhe corresponding kahte hai .
__!1__
__!2__
!
tab angle 1=angle 2
3) jab 2 angle ek dusre ke agal bagal ho toh unhe liner pair kahte hai .
___1/2___
angle 1 aur 2 linear pair hai
linear angle sum is 180° and how it looks I have shown above
and supplementry angle whose two angle sum is also 180° but iske liye koi figure na hai
complementry angle is those angle whose two angle sum is 90°
darshita93:
i have ash 1 more question please answer it is of 50 marks
ask
not ash
Answered by
4
Ahoy mate ☺️❤️
Here's the answer ⤵️
✨Vertically opposite angles:
Two angles are called a pair of vertically opposite angles, if their arms form two pairs of opposite rays.
✨Corresponding angles:
The angles which occupy the same relative position at each intersection where a straight line crosses two others are known as corresponding angles. If the two lines are parallel, the corresponding angles are equal.
✨Linear pair of angles:
Two adjacent angles of which different arms are opposite rays are called linear pair of angles.
✨Supplementary angles:
If the sum of two angles is 180°, these are called supplementary angles. For example, two angles measuring 62° and 118° are supplementary angles, because 62° + 118° = 180°.
✨Complementary angles:
Two angles, the sum whose measure is 90°, are called complementary angles. For example, angles measuring 30° and 60° are complementary angles as their sum is equal to 90° (30°+ 60° = 90°).
✨Parallel lines:
Two different lines in a plane are said to be parallel, if there is no point common in them even through these lines are extended on both sides to any extent.
#To identify all these, you just need to remember their definitions.
#Sorry but I can't explain you in hindi!!!
Hope it is helpful to you ❤️❤️
Here's the answer ⤵️
✨Vertically opposite angles:
Two angles are called a pair of vertically opposite angles, if their arms form two pairs of opposite rays.
✨Corresponding angles:
The angles which occupy the same relative position at each intersection where a straight line crosses two others are known as corresponding angles. If the two lines are parallel, the corresponding angles are equal.
✨Linear pair of angles:
Two adjacent angles of which different arms are opposite rays are called linear pair of angles.
✨Supplementary angles:
If the sum of two angles is 180°, these are called supplementary angles. For example, two angles measuring 62° and 118° are supplementary angles, because 62° + 118° = 180°.
✨Complementary angles:
Two angles, the sum whose measure is 90°, are called complementary angles. For example, angles measuring 30° and 60° are complementary angles as their sum is equal to 90° (30°+ 60° = 90°).
✨Parallel lines:
Two different lines in a plane are said to be parallel, if there is no point common in them even through these lines are extended on both sides to any extent.
#To identify all these, you just need to remember their definitions.
#Sorry but I can't explain you in hindi!!!
Hope it is helpful to you ❤️❤️
Similar questions