Find the value of cot2 30∘−2cos2 60∘−34sec2 45∘−4sin2 30∘.
0
sin0∘+cos90∘
sin90∘+cos0∘
1
cot2 30∘−2cos2 60∘−34sec2 45∘−4sin2 30∘
=(√3)2−2(12)2−34(√2)2−4(12)2 =3−12−32−1=0 Also, the value of sin 0° + cos 90° = 0 + 0 = 0
The value cot2 30∘−2cos2 60∘−34sec2 45∘−4sin2 30∘ is
cot230∘−2 cos230∘−34sec245∘+14cosec230∘
(sin230∘+4 cot245∘−sec260∘)(cosec245∘ sec230∘)