Answer Happy

6. (40 points) Complete the following crom wond pale with English words (this means writing numbers out a words), showing your work for class 4, 7, 8, 12, 13, and 14 Across L (5 points) A function /(r) with derivative f(x)=(5- 4. (5 points) (17-1° dz) +1 6 (2 points) Ansati-derivative for the exponential, the [VF+ zde + (5 points) 9. (5 points) (1+¹)-de- (x) + C. 11. (0 points) When computing an indefinite integral, don't forget the 12 (2 points) One half of Chue 8 mins the value 15-F(w/4) whero P(a) is the function wod in Clue 9. 14. (points) The score you will earn on your final: aka the minimum value of f(z)-8 +11. Down 2. (2 points) If a particle is traveling along a horisontal accom with velocity s'() ()-30+5 ft/sec then its area under the graph √2+ over 10, 2 3. (2 points) The definite integral √2+ coma de quals the 5. (2 points) The technique of integration that "undoes the Chain Rule" (and was also used in the Best integral of Che 8). 7. (3 points) The area under the curve of yover 10, w/4 10. (5 points) If '(x) > 0 over an interval, then the values of (a) 13. (2 points) The value of 6 that sati -L-2-1-1 30 ft/
6. (40 points) Complete the following cross-word puzzle with English words (this means writing numbers out as words), showing your work for clues 4, 7, 8, 12, 13, and 14 14 Across 1. (5 points) A function f(z) with derivative f(a)=(5-2) has a local, 4. (5 points) la 7. +1 6. (2 points) An anti-derivative for the exponential, e, is the 8. (5 points) Vzd=+¹ 9. (5 points) ((1+³)-¹-- _(x) + C. 11. (0 points) When computing an indefinite integral, don't forget the 12. (2 points) One half of Clac 8 minus the value 15-F(w/4) where F(x) is the function used in Clue 9 14. (points) The score you will earn on your final; a.k.a. the minimum value of f(z)-8 +11. Down 2. (2 points) If a particle is traveling along a horizontal access with velocity s'(t)=v(t)-30t+5ft/so then its 3. (2 points) The definite integral √2+ cos z dr equals the area under the graph √2+ cor 0,2x). 5. (2 points) The technique of integration that "undoes the Chain Rule" (and was also used in the first integral of Clue 8). 7. (3 points) The area under the curve of y-secz over 10, /4). 10. (5 points) If f'(x) > 0 over an interval, then the p-values of f(x) " 13. (2 points) The value of b that satisfies Lid=2-11 - 51 81 is 30 ft/s
6. (40 points) Complete the following cross-word puzzle with English words (this means writing numbers out as words), showing your work for clues 4, 7, 8, 12, 13, and 14. Across 1. (5 points) A function f(z) with derivative f'(a)=(5-2) has a local, 4. (5 points) in 7.7° dz) +1 6. (2 points) An anti-derivative for the exponential, e, is the 10 z dr at = 5 8. (5 points) "VI+Zdz +²= 9. (5 points) (1+¹)-¹d- (z)+C. 11. (0 points) When computing an indefinite integral, don't forget the 12. (2 points) One half of Chac 8 minus the value 15-F(w/4) where F(x) is the function used in Cluc 9. 14. (points) The score you will earn on your final; a.k.a. the minimum value of f(a)-89 +11. Down 2. (2 points) If a particle is traveling along a horizontal access with velocity s'(t)= v(t)- 30t+5 ft/sec then its 3. (2 points) The definite integral [ √2+ cosz dr equals the area under the graph √2+coss over 10, 2) 5. (2 points) The technique of integration that "undoes the Chain Itule" (and was also used in the first integral of Clu). 7. (3 points) The area under the curve of y-secz over [0,1/4). 10. (5 points) If f'(x) > 0 over an interval, then the y-values of f(x) " (2 points) The value of b that satisfies it dt = 2 *le de = 81 is 30 ft/