In Figure 4, ABCD is a parallelogram in which angle ADC = 60° and angle ACB = 70°. Find the
measures of angle DCB, angle CAB and angle DAC
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Answer:
Given =ADC=60°, ACB=70°
FIND= measure of angle DCB, angle CAB
and angle DAC
SOLUTION= As given ADC is to 60° and angle ACB is to 70°
DCA+ACB=180°
DCA+70°=180°
DCA=180°-70°
DCA=110°
sum of a triangle,
DAC+DCA+ADC=180°
DAC+110°+60°=180°
DAC=180°-110°-60°
DAC=10°
DAC+CAB=180°
10°+CAB=180°
CAB=180°-10°
CAB=170°
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