xan anyone alive first five I'll mark yours a brainilist
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Answer:1st one is not visible.
2)cosA=adjacent/hypotenuse
3)tanΦ=√3=opp/adj
Apply pythagoras theorem,
Hy²=s²+s²
Hy²=3+1
Hy=2
Now,value of 1+cosΦ=1+π/3=3+π/3
5)sinA=1/√2,cotB=1
Apply pythagoras theorem to both of them,we get on solving is
CosA=1/√2,cosB=1/√2,sinB=1/√2
Now,sin(A+B)=sinAcosB+cosAsinB
1/√2×1/√2+1/√2×1/√2=1/2+1/2
=1+1/2=2/2=1
Hence, LHS=RHS
So proved.
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