Recent content by Jack1235

So this is my attempt: ##5(q*r)-4(q*r)''=r(t)## and ##5(C_1\exp(-C_2|t|)*r)-4*(C_1*\exp(-C_2*|t|)*r)''=r(t)## In addition to that: ##(q*r)''=(-i*2*\pi*\widehat{ts}(\nu))'##

$s=c_1*\exp(-c_2*|(t)|)*r(t)$ But how can I solve $c_1+c_2$ ?