Scl S EIll RV CU S Ell SV Sct Jilli So Ne BB Ani T MA RY Tra i co. 1 Cit 1 Rec |Mi (no | Co Bb An ontent.blackboardcdn.com/61aab133e7df2/73795063?X-Blackboard-Expiration=1650855600000&X-Blackboard-Signature=K%2FPQBYQ1mN4LKrN.. 238 / 829 100% + For the following exercises, find the derivative 312 . [ xdx 295. y = In(2x) 313 . 296. y = In(2x + 1) In x 314. 2 x In x For the following exercises, find the indefinite integral. 315 . dx J2 (x In (x ) ) 298. JST 316. cos x dx 299 . sin x It x For the following exercises, find the derivative dyldx. 317. J tan x dx (You can use a calculator to plot the function and the derivative to confirm that it is correct.) 318. cot (3x)dx 300. [T] y = In(x) 319. (In x)2 dx 301. [T] y = x In(x) For the following exercises, co compute dyldx by 302. [T] y = log 10X differentiating In y. 303. [T] y = In(sin x) 320. y = Vx + 1 304. [T] y = In(In x) 321. y = Vx2+ 1Vx2-1 305. [T] y = 7 In(4x) 322. y = esin x 306. [T] y = In((4x)?) 323. y = x 1/x 307, [T] y = In(tan x) 308. [T] y = In(tan(3x)) 324. y = e() 309, [T] y = In(cos x) 325. y = x For the following exercises, find the definite or indefinite 326. = x(ex) integral. 327. N = VY Vr x acer