Given the function -26 + 4z2 + 5z' – 6z° +14r°. Please determine what is the leading coefficient, degree, and constant value.

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A: Solve the equation:

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A: (1) cosh2 x=1+sinh2=1+432=1+169=259⇒cosh2 x=259=53

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Q: the equation 6sin^2x − cosx − 5 = 0 for. x ∈ [0, 2π]. Round answers to 2 decimals

A: We will find the solutions.

Q: Q2: Gives the values of sinhx, coshx ,and find the values of the remaining five hyperbolic…

A: Since, we sinh(x)=43Since, we know that cosh2 (x)-sinh2 (x)=1⇒cosh2 (x)-169=1⇒cosh2 (x)=169+1⇒cosh2…

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A: Consider the given graph,

Q: exact

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Q: )sin 2x

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Q: 2) Sz° Cos 3z dz

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Q: in

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A: Consider the intercept points, 54,0    and    0,-1

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A: Solution is here

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A: sin 2x =32

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Q: 1. Prove that tan2x +1 = sec2x

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A: This question is about application of functional analysis

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