U u$=$U$((2$y$)/(\backslash$delta $)-(($y$)/(\backslash$delta $))^(2))$

Using the momentum integral equation, determine the following:

$($a$)(15$ pts$.)$ Boundary layer thickness $\backslash$delta as a function of xRe$\_($x$)=$U$($x$)/($v$)\backslash$theta as a function of x and Re$\_($x$).$

$($c$)(10$ pts$.)$ Skin friction coefficient c$\_($f$)$ as a function of Re$\_($x$).$