b Angles pract equations comp & supp
 Given: Complementary angles.First find x.12x=m⊾1=2xm⊾2=4xkey--> m⊾1+m⊾2=90x=  ? Given: Complementary angles.12m⊾1=m⊾1=2xm⊾2=4xkey--> m⊾1+m⊾2=90x=  ?Now find m⊾1 Given: Complementary angles.12m⊾2=m⊾1=2xm⊾2=4xkey--> m⊾1+m⊾2=90x=  ?Now find m⊾2 Given: Complementary Angles. Find m⊾2.21check: what is m⊾1?m⊾2=m⊾2=x+30m⊾1=x+50a)key   b) find x Given: complementary angles.  Find m⊾1.m⊾2=6x+27A) Draw pictureB) key?C) find xm⊾1=4x+3check find m⊾2m⊾1= Given: Supplementary angles. Find m⊾1A) key--> m⊾1+m⊾2=180B) Find xcheck: find m⊾2m⊾1+m⊾2=12m⊾1=m⊾2=3x+15m⊾1=2x+5 Given: Supplementary angles. Find m⊾2.12m⊾1=x+25key--> ???find xm⊾2=5x+35m⊾2= ACDBm⊾BAD= m⊾BAD= 7xm⊾CAD =2xfind x BCATm⊾BAT = m⊾CAB = 2xm⊾BAT =5x + 12 m⊾1=2(x+5)m⊾2=8x+15x =find: m⊾1find: m⊾221 m⊾1= 3(x+4)m⊾2=5x + 1612x =  m⊾1= 3(x+4)m⊾2=5x + 1612m⊾1= m⊾1= 3(x+4)m⊾2=5x + 1612m⊾2= Given: supplementary angles.m⊾5= 4(x+5)m⊾6=2(3x+15)m⊾6= m⊾2= x+453m⊾1=3x+5521what is m⊾3?m⊾1=just a thought m⊾1= (1/2) m⊾3321m⊾2= m⊾1=36012m⊾2= 132m⊾1 =(1/3) m⊾3m⊾2 = 123m⊾1= 13m⊾3 = 54m⊾2= Given: supplementary angles.  Find   xm⊾1= 15x+27m⊾2=5x+83check:  find m⊾1 & m⊾2what do they equal?x =
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