Q89·Section II (Mathematics)·89 of 180Integral equations — Abel's equationThe solution of the integral equation πt2=∫0t1t−sx(s) ds\frac{\pi t}2=\int_0^t\frac1{\sqrt{t-s}}x(s)\,ds2πt=∫0tt−s1x(s)ds is: OptionsAx(t)=1tx(t)=\frac1{\sqrt t}x(t)=t1Bx(t)=tx(t)=\sqrt tx(t)=tCx(t)=1x(t)=1x(t)=1Dx(t)=tx(t)=tx(t)=tPick an option to check your answer.Show answerShow solution Report a problem with this question← Q88All questionsQ90 →Keyboard: A–D answer · S solution · ←/→ previous/next