Sin 24

Sin 24. sin 24∘ + sin 32∘ + sin 204 maths Asked on December 26 2019 by Poulomi Thukaram sin 2 4 ∘ + sin 3 2 ∘ + sin 2 0 4 ∘ + sin 2 1 2 ∘ = A − 1 B 1 C 0 D 2 EASY Answer sin 2 4 ° + sin 3 2 ° + sin 2 0 4 ° + sin 2 1 2 ° = sin 2.

Calculate sin(24)° Determine quadrant Since our angle is between 0 and 90 degrees it is located in Quadrant I In the first quadrant the values for sin cos and tan are positive Determine angle type 24 is an acute angle since it is less than 90° sin(24) = 040673664263854 Write sin(24) in terms of cos.

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(sin 24° + cos 66°)(sin 24° cos 66°) This question was previously asked in NDA (Held On 18 Apr 2021) Maths Previous Year paper Download PDF Attempt Online View all NDA Papers > 1 0 1 2 Answer (Detailed Solution Below) Option 2 0 Free Test.

Sine calculator sin(x) calculator

X=1 We know that (1)sin(90^circx)=sin(pi/2x)=cosx (2)cos(90^circx)=cos(pi/2x)=sinx (3)sinAcosBcosAsinB=sin(AB) We take X=(sin 24° cos 6°sin 6° sin 66°)/(sin 21° cos 39° cos 51° sin 69°) “using” (1) and (2) sin66^circ=sin(90^circ24^circ)=cos24^circ cos51^circ=cos(90^circ39^circ)=sin39^circ sin69^circ=sin(90^circ21^circ)=cos21^circ So X=(sin 24° cos 6°sin 6° cos24.

Find the value of (sin 24° cos 6°sin 6° sin 66°)/(sin 21

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