Please Relevant Answers on this Question , I need Urgent !!!
" State & Prove Dirichlet Theorem For Triple Integrals "
Answers
Answered by
2
Answer:
If we consider the integral I=∫∞0e−tta−1dt , it is once seen to be an infinite and improper integral. This integral is infinite because the upper limit of integration is infinite and it is improper because t=0 is a point of infinite discontinuity of the integrand, if a<1 , where a is either real number or real part of a complex number. This integral is known as Euler’s Integral. This is of a great importance in mathematical analysis and calculus. The result, i.e., integral, is defined as a new function of real number a , as Γ(a)=∫∞0e−tta−1dt .
Similar questions
Math,
18 hours ago
Social Sciences,
18 hours ago
English,
8 months ago
English,
8 months ago
Hindi,
8 months ago