Input: dsolve(integrates(y(t)/sqrt(x-t),t,0,x)=2y)
Write: `dsolve(integrates(y(t)/sqrt(x-t),t,0,x)=2y)`
Output: $$ dsolve(\int _{0}^{x} (\frac {y(t)}{\sqrt {x-t}})\ dt=2\ y) == C_1\ exp(0.25\ x) $$ Result:$$C_1\ exp(0.25\ x)$$