find angle ABC in the given fig
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Step-by-step explanation:
so your answer is 55 degree
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here we can see...
ACD is a straight line,
therefor angle ACB + angle DCB = 180
=> angle ACB = 180 - angle DCB
=> angle ACB = 180 - (5x -60)
= 240 - 5x
now, in ΔABC
angle BAC + angle ACB + angle CBA = 180
=>15 + (2x + 3) + (240 - 5x) = 180
=> -3x = 180 - 258
=>3x = 78
=> x= 26
angle ABC is (2x +3) = 2 X 26 + 3
= 52 + 3
= 55
Hence, angle ABC is 55° .
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