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A trigonmetric polynomial of order
A trigonmetric polynomial of order n is t(x) =
c0 + c1 * cos x + c2 * cos 2x + ... + cn * cos nx + d1 * sin x + d2 * sin 2x + ...
2 answers
asked by
mathstudent
789 views
As^5.V(s)+Bs^4.V(s)+Cs^3.V(s)+Ds^2.V(s)+Es^1V(s)+F.V(s)=1, where V(s) is the transformed transient output voltage. Rearranging
0 answers
asked by
Ak
654 views
What is the basic principle that can be used to simplify a polynomial? What is the relevance of the order of operations in
3 answers
asked by
Angel007
1,457 views
What is the trigonmetric fact for sin 3.14/8?
1 answer
asked by
Randy
362 views
What is the basic principle that can be used to simplify a polynomial? What is the relevance of the order of operations in
0 answers
asked by
Anonymous
621 views
2. What is the basic principle that can be used to simplify a polynomial? What is the relevance of the order of operations in
1 answer
asked by
Laura
639 views
What is the basic principle that can be used to simplify a polynomial? What is the relevance of the order of operations in
1 answer
asked by
logan
740 views
The sum
6\left( 1\cdot1 + 2\cdot2 + \dots + n(n) \right)\] is equal to a polynomial $f(n)$ for all $n \ge 1.$ Write $f(n)$ as a
1 answer
asked by
Jane
62 views
Find polynomial f(n) such that for all integers n \geq 1, we have
6\left( 1\cdot1 + 2\cdot2 + \dots + n(n) \right) = f(n).\]
1 answer
asked by
Jane
49 views
Find a polynomial f(x) with leading coefficient 1 and having the given degree and zeros.
Each polynomial should be expanded from
1 answer
asked by
marissa
1,424 views