trigonometry sinA+cosA+tanA=
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tanA*sinA+cosA=sinA/cosA*sinA+cosA=(sin^2A+cos^2A)/(cosA)=1/cosA
tanA*sinA+cosA=sinA/cosA*sinA+cosA=(sin^2A+cos^2A)/(cosA)=1/cosA
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Sin60 + Cos30 + Tan45
= √3/2 + √3/2 + 1
= (√3 + √3 +2)/2
= (2√3 + 2)/2
= 2(√3+1)/2
= √3 + 1
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Sin60 + Cos30 + Tan45
= √3/2 + √3/2 + 1
= (√3 + √3 +2)/2
= (2√3 + 2)/2
= 2(√3+1)/2
= √3 + 1