Question 1140075

The M < {{{A}}} is complementary to {{{M}}} <{{{ B}}}. 
the {{{M}}} < {{{C}}} is complementary to {{{M}}} < {{{B}}}.
If {{{M}}} < {{{A=62}}}, what is {{{M}}} < {{{B}}} and the {{{M}}} <{{{ C}}}?


if so, then M < {{{A}}}={{{M}}} < {{{C}}}

=> If {{{M}}} < {{{A=62}}}, then {{{M}}} < {{{C=62}}}


Two Angles are Complementary when they add up to {{{90}}} degrees (a Right Angle).

{{{A+B=90}}} 

{{{B=90-A}}}....eq.1

{{{B=90-62}}}
{{{B=28}}}

then, double check angle {{{C}}}:

{{{C+B=90}}} 

{{{C=90-B}}}....eq.2.......substitute {{{B}}}

{{{C=90-28}}}

{{{C=62}}}

=> {{{M}}} < {{{A=62}}}
=> {{{M}}} < {{{B=28}}}
=> {{{M }}}< {{{C=62}}}