Trig Rule Selection 1 (right)

c ^{2}=a^{2}+b^{2}a ^{2}=c^{2}–b^{2}sin(θ)= ^{opp}/_{hyp}cos(θ)= ^{adj}/_{hyp}tan(θ)= ^{opp}/_{adj}A(∆)=½bh x 5m 12m Pythagoras SOH CAH TOA A(∆)=½(base x height) 20cm 12cm α Pythagoras SOH CAH TOA A(∆)=½(base x height) 12cm x cm ^{2}16cm Pythagoras SOH CAH TOA A(∆)=½(base x height) 16cm x cm 58° Pythagoras SOH CAH TOA A(∆)=½(base x height) 18cm x 7cm c ^{2}=a^{2}+b^{2}a ^{2}=c^{2}–b^{2}sin(θ)= ^{opp}/_{hyp}cos(θ)= ^{adj}/_{hyp}tan(θ)= ^{opp}/_{adj}A(∆)=½bh 12m 5m β Pythagoras SOH CAH TOA A(∆)=½(base x height) 48° x 18cm Pythagoras SOH CAH TOA A(∆)=½(base x height) x cm 92cm ^{2}16cm c ^{2}=a^{2}+b^{2}a ^{2}=c^{2}–b^{2}sin(θ)= ^{opp}/_{hyp}cos(θ)= ^{adj}/_{hyp}tan(θ)= ^{opp}/_{adj}A(∆)=½bh 64° x 13m c ^{2}=a^{2}+b^{2}a ^{2}=c^{2}–b^{2}sin(θ)= ^{opp}/_{hyp}cos(θ)= ^{adj}/_{hyp}tan(θ)= ^{opp}/_{adj}A(∆)=½bh 12m δ 5m |

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