Math, asked by Anonymous, 1 year ago

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Answered by tr2019
3

Answer:

Step-by-step explanation:

CD=DE and angle CED is an angle in a semicircle so it is 90

let DCE=CDE=x (CE=CE isosceles triangle)

in triangle CED 2x+90=180

x=45

and tangent is perpendicular to the circle at that point

GCD=90

DCE+ECG=DCG

so GCE=90-x=45

also DCE=DCB+BCE

so BCE=45-15=30

thus GCE is 45 degrees

and BCE is 30 degrees

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