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AAKASH SERIES-DEMOIVRE'S THEOREM-PRACTICE EXERCISE
- (1-costheta+isintheta)^8=
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- (cos75^0+isin75^0)/(cos30^0+isin30^0)=
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- If x+1/x=2costheta then x^(10)+(1)/(x^(10))=
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- If x satisfies the equation x^2-2xcostheta+1=2costheta,then the value ...
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- ((costheta+isintheta)^5(cos3theta-isin3theta)^6)/((cos2theta+isin2thet...
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- ((sinpi//8+icospi//8)/(sinpi//8-icospi//8))^(8)
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- ((1+sintheta+icostheta)/(1+sintheta-icostheta))^(n)
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- If ((sqrt3//2+(1//2)i)/(sqrt3//2-(1//2)i))^(120)=p+iq,then
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- If n is a positive integer, then (1+i)^n+(1-i)^n=
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- Assertion (A) : (sqrt3+i)^6+(sqrt3-i)^6=-128 Reason (R) : If n is ...
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- (sqrt3+i)^7+(sqrt3-i)^7=
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- (cos""(pi)/(6)+isin""(pi)/(6))^(1//2)+(cos""(pi)/(6)-isin""(pi)/(6))^(...
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- One value of (1+isqrt3)^(3//4)+(1-isqrt3)^(3//4) is equal to
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- One of the value of [cos(pi//6)-isin(pi//6)]^(11//2)/[cos(pi//6)+isin(...
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- If x=cosalpha+isinalpha,y=cosbeta+isinbeta," then "(x)/(y)+(y)/(x)
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- If x=cisalpha,y=cisbeta" then " x^3y^4-(1)/(x^3y^4)=
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- If a,b and c are in G.P then (b - a)/(b - c) + (b + a)/(b + c)
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- cis(pi)/(10).cis(2pi)/(10).cis(3pi)/(10).cis(4pi)/(10)=
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- If xn=cos(pi/2^n)+isin(pi/2^n), then x1 x2 x3......infinity
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- If x(n)=cos((pi)/(4^(n)))+i sin ((pi)/(4^(n))), then x(1), x(2), x(3)....
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