Please answer the following query and please do not send any links.
Q.46. Show that $3 {(\sin θ - \cos θ)}^{4} + 6 {(\sin θ + \cos θ)}^{2} + 4 (\sin^{6} θ + \cos^{6} θ)$ is independent $θ$ .

Question

Please answer the following query and please do not send any
links
Q 46 Show that 3 sin θ - cos θ 4 + 6 sin θ + cos
θ 2 + 4 sin 6 θ + cos 6 θ is independent θ

Neha Sethi · Accepted Answer

Kindly refer the similar link for your query

https://www meritnation
com/ask-answer/question/if-cosec-a-seca-cosecb-secb-prove-that-tana-tanb-tan-a-b-2/trigonometric-functions/3193752
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Please answer the following query and please do not send any links. Q.46. Show that 3 sin θ - cos θ 4 + 6 sin θ + cos θ 2 + 4 sin 6 θ + cos 6 θ is independent θ .

Please answer the following query and please do not send any links.
Q.46. Show that $3 {(\sin θ - \cos θ)}^{4} + 6 {(\sin θ + \cos θ)}^{2} + 4 (\sin^{6} θ + \cos^{6} θ)$ is independent $θ$ .