# Past Exam for MTH 1001 - Calculus 1 with Jones at Florida Tech (FIT)

## Exam Information

 Material Type: Final Professor: Jones Class: MTH 1001 - Calculus 1 Subject: Mathematics University: Florida Institute of Technology Term: Spring 2008 Keywords: ApproachingApproximationsAcceleration      ## Sample Document Text

Name ____ ~K~e~J6~---------------------- MTH 1001 GSA Name Grade: PRACTICE FINAL EXAM Evaluate the following indefinite integrals: 1. f(200X 9 +6x 3 +30W}ix::: \ )00 X'1 + b X 3 + 30 o. -' X 'O + r 5/ 3 10 ~ X X + 2. I :2 X + )\ I 3 S t' n (5 x=C l:zox (5 3. f[120xcos 3 (Sx 2 )sin(sx 2 )}ix::: 4. U= CDS du Sill (50 Jx, (5x d,h ~ ~ ')0 I: _/ ~ -, dr -- U I U -, Expand the following sigma notation and find the sum: I + ~5 +- I ?:> { X 5 do U~+ -- + 5. Setup and evaluate the Riemann Sum using right-endpoint approximations to find the area under the curve j(x) = 4x + 1 from x = 1 to x = 3 \\',l>oD \ 1M ( \\~" cO [ L ( I~ , (I ."'c() Il'rtl ( + ) )0 fI 00 n n n n Hint: ~) = nand L:k = n(~+l) and L:e = n(n+l~2n+l) k=l k"'l k=l b 6X == 6. The areas of the various regions are indicated in the picture to the right. Evaluate the following integrals based on the ...