2. Find an angle which is four times of its supplement.
Answers
Step-by-step explanation:
It's pretty easy
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary angles
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to question
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-b
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-bSo,
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-bSo,b=4(180-b)
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-bSo,b=4(180-b)b=720–4b
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-bSo,b=4(180-b)b=720–4b5b=720
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-bSo,b=4(180-b)b=720–4b5b=720b=144
It's pretty easyIfsum of two angles say a and b =180° then they are called supplementary anglesAccording to questionSupplement of a is 180°-bSo,b=4(180-b)b=720–4b5b=720b=144Therefore 144 is 4 times it's supplement