every sin leads to "hell" answer = hell

Ere jelese tew enji its been months temert kakomen medemer hula endegena melemamed saynoreben aykerem

Well, if you are asking for the indefinite integral (integral value without the upper and the lower limits) you can't find in terms of elementary functions (polynomial, logarithmic, exponential, trigonometric, inverse trigonometry and the like, and their combination). What I mean is there is no way of expressing the integral of sin(x)/x without using the integral sign. But you can calculate the value of the definite integral from x= a to x = b where a and b are real numbers using approximation(by calculating area under the curve of sin(x)/x) or the improper integral by using contour integration which is part of complex analysis. FYI: functions with no indefinite integral include: 1. The erf(x): (error function) very common in probability, i think denoted by integral(√π/2 × e^(-x^2) dx) 2. The frensel integrals: integral(cos(x^2) dx), integral(sin(x^2)dx). Hope this helps!😁

Use chain rule

its easy betam ,Just cancel x with x: Ans= ∫ sin()dx

Even if you mean it seriously, that is some bad ass high level question, it ain't even solved normally. We can't answer, go Google it 😂

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For fuck sake 😫 Esti koy ykafat tmrt