A=cos^2thita +sin^4thita
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Answer:
Step-by-step explanation:A=cos
2
θ+sin
4
θ
A=cos
2
θ+sin
2
θsin
2
θ≤cos
2
θ+sin
2
θ
A=cos
2
θ+sin
2
θsin
2
θ≤1 (sin
2
θ+cos
2
θ=1). ----(1)
or A=cos
2
θ+sin
4
θ
A=(1−sin
2
θ)+sin
4
θ
A=(sin
2
θ)
2
+(
2
1
)
2
−2×
2
1
×sin
2
θ+(1−
4
1
)
A=(sin
2
θ−
2
1
)
2
+
4
3
≥
4
3
----------(2)
From equation 1 and 2,
4
3
≤A≤1
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Answer:
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