CE || BA. If angle BAC = 60° and angle ECD = 65°, then the measure of angle ACB is
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Answered by
18
hey mate here is your solution.........
Given_ In trin.abc in which <BAC=60 and <End=65 and CE // AB.
TO FIND=<ACB
PROOF = IN TRIN.ABC <BAC=<ACE ( ALTERNATE ANGLE)
SO,<ACE =60
AND <ACB +<ACE +<ECD=180 (ANGLE SUM PROPERTY)
SI, x+60+65=180
x+125=180
x=180-125
X=55
so, <ACB =55
hence find.......
please mark me as brainliest...........
Given_ In trin.abc in which <BAC=60 and <End=65 and CE // AB.
TO FIND=<ACB
PROOF = IN TRIN.ABC <BAC=<ACE ( ALTERNATE ANGLE)
SO,<ACE =60
AND <ACB +<ACE +<ECD=180 (ANGLE SUM PROPERTY)
SI, x+60+65=180
x+125=180
x=180-125
X=55
so, <ACB =55
hence find.......
please mark me as brainliest...........
Answered by
0
bro I don't know so can anyone tell me
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