1)tgalfa=sinalfa/cosalfa ;sin^2alfa+cos^2alfa=1 cos^2alfa=1-sin^2alfa cos^2alfa=1-(12/13)^2=1-144/169=25 cos^alfa=25 cosalfa=25/169 ; tgalfa=sinalfa/cosalfa tgalfa=(12/13)/(5/13)=12/5 1)cosalfa=4/5 sin^2alfa+cos^2alfa=1 sin^2alfa=1-cos^2alfa sin^2alfa =1-16/25=9/25 sinalfa=3/5 tgalfa=sinalfa/cosalfa=(3/5)/(4/5)=3/4 3) cosalfa=1/2 sin^2alfa=1-cos^2alfa=1-1/4=3/4 sinalfa=√3/2 tgalfa=sinalfa/cosalfa=(√3/2 )/(1/2)=√3
1)tgalfa=sinalfa/cosalfa ;sin^2alfa+cos^2alfa=1 cos^2alfa=1-sin^2alfa cos^2alfa=1-(12/13)^2=1-144/169=25 cos^alfa=25 cosalfa=25/169 ; tgalfa=sinalfa/cosalfa tgalfa=(12/13)/(5/13)=12/5 1)cosalfa=4/5 sin^2alfa+cos^2alfa=1 sin^2alfa=1-cos^2alfa sin^2alfa =1-16/25=9/25 sinalfa=3/5 tgalfa=sinalfa/cosalfa=(3/5)/(4/5)=3/4 3) cosalfa=1/2 sin^2alfa=1-cos^2alfa=1-1/4=3/4 sinalfa=√3/2 tgalfa=sinalfa/cosalfa=(√3/2 )/(1/2)=√3