Indicate whether each of the following functions is invertible in the given interval. Explain….


Assignments for Credit Note: You must thorough and refer twain assignments to your master in adjust to by this route. Assignments conquer be former for grading as hanker as their postmarked boundary (if mailed) or surrender boundary (if sent electronically) is nol aftercited than the boundary on which your route reduce ends. Assignment 1 Thorough this assignment aftercited you enjoy linished Unit 3, and refer your product to your master lbr grading. Remember to annex a master-marked training fbrm (monograph or electronic). Be undeniable to guard a representation ofyour product, in circumstance the former is obsolete in the mail.
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Assignments for Credit Note: You must thorough and refer twain assignments to your master in adjust to by this route. Assignments conquer be former for grading as hanker as their postmarked boundary (if mailed) or surrender boundary (if sent electronically) is nol aftercited than the boundary on which your route reduce ends. Assignment 1 Thorough this assignment aftercited you enjoy linished Unit 3, and refer your product to your master lbr grading. Remember to annex a master-marked training fbrm (monograph or electronic). Be undeniable to guard a representation ofyour product, in circumstance the former is obsolete in the mail. This training is rate 15 per cent of your definite gradation. Total objects: 170 (plus l0 boon objects) 9 pts 1. Indicate whether each of the aftercited offices is invertible in the abandoned interspace. Explain. a. sechr on 10, m) b. cos(lnr) on (0, e"] c. et' on (-1,2] 9 pts 2. a. Use Definition I on page 38 of the textbook to semblance that the funcrion 3r*-1 /(r) : ( o-Find the inverse office, f '(r). Give the inclosure and class of the offices I and /-1 12 pts 3. Discover the discontinuance of the aftercited equations, if the discontinuance exists. c"+3"+1 et b. ln(5r + 6) + ln(r -2) : I c. cos-1(3r: -1) :0 d. sec-1(32 -2) -| b. l0 pts 4. Use logarithrnic differentiation to discover *' d sin-l lrll sirrh-l 1r2; dr sina(r2) d.2 b. ;sech l{"1,J o,r-Introduction to Cal.:ulus II a 16 pts 6 pts 6. 6 pts 7. 40 pts 8. 5. Evaluate the aftercited boundarys, justifying your answers. If a boundary does not exisr illustrate why. a. -lr.m -3-r.3---*---c--o--s-r-z-m SInJt -U" c. d. b. ,,", t*-'(*) t-rt 7f -f lm v6+sinz lnz z-0* 1 h,.m _cos 'r r-1-L-r Give the equation of the continuity tangent to the flexion at the abandoned object. a. ytan-r r: rU at (/5,0) b. ln g : 12 I 2e" at (0, e2) Describe the diplomacy you would use to unite [ ,ot* r csc' r d.x J If m and n are odd. Unite each ofthe expressions beneath, and authenticate the technique ofintegration you use. a. I cothr d., .I b. [ ,' "o, * d,, .tc. l/: dco,rsh-1 n J v/r2_I d. ;/tanh(lnz)dr e. I sin2 r...

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