"If `log_(10) sin x+log_(10)cos x=-1` and `log_(10)(sinx+cosx)=(log_(10)n-1)/2` then

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If log_(10) sin x+log_(10)cos x=-1 and log_(10)(sin x+cosx)=((log_(10)n)n-1)/(2) then the value ... If log_(10) sin x+log_(10)cos x=-1 and log_(10)(sin x+cosx)=((log_(10)n)n-1)/(2) then the value ...
If for x ∈(0, π/2), log _10sin x+log _10cos x=-1 and log _10(sin x+cos x)=1/2(log _10 n-1), n0 th... If for x ∈(0, π/2), log _10sin x+log _10cos x=-1 and log _10(sin x+cos x)=1/2(log _10 n-1), n0 th...
If log_(10) sin x+log_(10)cos x=-1 and log_(10)(sin x+cosx)=((log_(10)n)n-1)/(2) then the value ... If log_(10) sin x+log_(10)cos x=-1 and log_(10)(sin x+cosx)=((log_(10)n)n-1)/(2) then the value ...
If x belongs to (0,π/2),log10(sinx)+log10(cosx)=-1and log10(sinx+cosx)=1/2(log10(n)-1) then find n. If x belongs to (0,π/2),log10(sinx)+log10(cosx)=-1and log10(sinx+cosx)=1/2(log10(n)-1) then find n.
If `log_(10)(sin(x+pi/4))=(log_(10)6-1)/2`, the value of `log_(10)(sinx)+log_(10)(cosx)` is If `log_(10)(sin(x+pi/4))=(log_(10)6-1)/2`, the value of `log_(10)(sinx)+log_(10)(cosx)` is
If for x∈0, π2 log10 sin x + log10 cos x = –1 andlog10(sin x + cos x) = .... If for x∈0, π2 log10 sin x + log10 cos x = –1 andlog10(sin x + cos x) = ....
What does sine actually mean? What does sine actually mean?
Solve | sin 30 degree | using calculator (Casio fx-991MS) Solve | sin 30 degree | using calculator (Casio fx-991MS)