Math, asked by harshwardhan468, 5 months ago

plz help me with the question
(plz give explanation)​

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Answered by anjukrishusachin
1

Step-by-step explanation:

given \:  \angle \: a \:  =  105 \degree \\ then \: according \: to \: diagram \\ \angle \: d \: =  \: \angle \: a \: \:  \: { \: vertically \: opposite \: angles} \\ \angle \: d \: = 105 \degree \\ we \: know \: that \: \: sum \: of \:  angles \: made \: on \: a \: point \: is \: 360 \degree \\ \angle \: a \:  +\angle \: b \: + \angle \: c \: + \angle \: d \: = 360 \degree \\ put \: the \: value \: of \: \angle \: a \: \: and \: \angle \: d \: \\ 105 \degree +  \: \angle \: b \: + \angle \: c \: + 105 \degree \:  = 360 \degree \\ 210 \degree + \angle \: b \: + \angle \: c \: = 360 \degree \\ \angle \: b \: + \angle \: c \: = 360 \degree - 210  \degree \\ \angle \: b \: + \angle \: c \: = 150 \degree \\ because \: \angle \: b \: = \angle \: c \: \: (vertically \: opposite \: angles) \\ \angle \: b \: + \angle \: b \: = 150 \degree \\ 2\angle \: b \: = 150 \degree \\ \angle \: b \: =  \frac{150 \degree}{2}  \\ \angle \: b\: = 75 \degree \\ then \: \angle \: c \: = 75 \degree \\ (because \: \angle \: c \: = \angle \: b \:)

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