@Mansishorts-w3lformula of finding each exterior angle = 360/n = 360/8 = 45° Then , Finding each interior angle Formula:-180°- each exterior angle 180°-45° =135° This is the solution of homework question no 2 I hope you understood now
@@Mayleen__F1 Since the measure of all angles of the quadrilateral is 360 ° . Let the fourth angles be ‘x’. Therefore , 110°+50°+40°+x=360° 200°+x=360° x=360-200 x=160°
@therottenpeach583 Each angle in this polygon is given as 160 degrees. To find the exterior angle, we use the formula for each interior angle: 180 degrees minus each exterior angle. Since each interior angle is 160 degrees, the exterior angle would be 180 degrees minus 160 degrees, which equals 20 degrees. Now, we take this exterior angle and use the formula for each exterior angle of a regular polygon, which is 360 degrees divided by n (where n is the number of sides). So, we set 360 degrees divided by n equal to 20 degrees, as we found that the exterior angle is 20 degrees. This gives us: 360 degrees divided by 20 degrees equals 18. Therefore, the polygon has 18 sides.
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Homework solutions:
1) Answer:- 160°
2) Answer:- Each exterior angle = 45°
Each interior angle = 135°
3)Answer :- 18 sides
How is the 1st one 160⁰?
Sahi to he 160⁰
@Mansishorts-w3lformula of finding each exterior angle = 360/n = 360/8 = 45°
Then ,
Finding each interior angle
Formula:-180°- each exterior angle
180°-45°
=135°
This is the solution of homework question no 2
I hope you understood now
@@Mayleen__F1
Since the measure of all angles of the quadrilateral is 360 ° .
Let the fourth angles be ‘x’.
Therefore , 110°+50°+40°+x=360°
200°+x=360°
x=360-200
x=160°
I don't understand how you got 3rd question 18 sides can you explain
21:20 Homework Answer
1) 160 degrees
2) 45°
3) 18 side
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Homework Answer~
1. 160°
2. Exterior angle = 45°
Interior angle = 135°
3. 18 Side
How do you got 18 sides can you explain I don't understand how to solve 3rd question
@therottenpeach583
Each angle in this polygon is given as 160 degrees. To find the exterior angle, we use the formula for each interior angle: 180 degrees minus each exterior angle. Since each interior angle is 160 degrees, the exterior angle would be 180 degrees minus 160 degrees, which equals 20 degrees.
Now, we take this exterior angle and use the formula for each exterior angle of a regular polygon, which is 360 degrees divided by n (where n is the number of sides). So, we set 360 degrees divided by n equal to 20 degrees, as we found that the exterior angle is 20 degrees. This gives us:
360 degrees divided by 20 degrees equals 18. Therefore, the polygon has 18 sides.
Doubt
Sir exterior angle ka apne Jo formula bataya us polygon equilateral hona chahiye kya ,ya konsa bhi chalega
Only regular
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Sir apne bahut acha padhaya or vo bhi sirf 20 min m sir app pls data handling, square and square root, cubes or cubes roots ,comparing quantities par bhi bana dijeye na pls pls
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homework:-
1) 160° (Angle sum property)
2) 45°
3) 18 sides
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ANSWERS😂😂
1)160°
2)135°
3)formula = 2n-4/n×90 = each interior angle
Answer= 18 sides or 18gon
.
Sir
1 ka 160
2 ka 8
3 ka 9
Sir at ten thirty eight you drew the wrong sequence of exterior angles and the video was very good for learning the last day of exam 😂😂🎉
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Same
Jiske angle 180 hi ho vo konse polygon honge??
@@amrith4xyt maine types of polygon pucha hai ??
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This polygon did not exist
Aisa koi polygon hi nhi hota
Sir what is vertices?😢😢
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Homework ANSWERS
1. ANS : 160°
2.ANS : (interior angle) 135°
( Exterior angle) 45°
3 ANS : 18 SIDES
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Homework answers🎉🎉🎉
1.160⁰
2 exterior angle=45⁰
Interior angle=135⁰
3 number of sides= 18
🎉🎉🎉
3 no. Explain plz
What is N
Number of sides
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