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Let n be a natural number. Prove by induction that there is a formula for sin( n-1 n x j ) as sums and differences

Let n be a natural number. Prove by induction that there is a formula for sin(n-1n xj ) as sums

and differences of 2n-1 terms each of which is a product of n factors, the jth of which is either cosxj or

sin(xj) .

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