MathDB
Problems
Contests
National and Regional Contests
Japan Contests
Today's Calculation Of Integral
2009 Today's Calculation Of Integral
449
449
Part of
2009 Today's Calculation Of Integral
Problems
(1)
Today's calculation of Integral 449
Source: 2009 Hirosaki University entrance exam/Medical
6/23/2009
Evaluate \sum_{k\equal{}1}^n \int_0^{\pi} (\sin x\minus{}\cos kx)^2dx.
calculus
integration
trigonometry
calculus computations