10](3) EVALUATE: S*** - ģx +1 dx + (Use the 3 2 - 2 + ske-3x+14 2-4+1 3 2 = [fi'- .4x² +* 9- 3 + 3 – (5 -1 +1) 1 = 3 = - 3 = 9-1 Checking invokes unity. You can check your antiderivative, by differentiating. = 8
(4) EVALUATE: $° 3x - 4x +1 dx (Use the FTC II)
10](3) EVALUATE: S*** - ģx +1 dx + (Use the 3 2 - 2 + ske-3x+14 2-4+1 3 2 = [fi'- .4x² +* 9- 3 + 3 – (5 -1 +1) 1 = 3 = -
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10](3) EVALUATE: S*** - ģx +1 dx + (Use the 3 2 - 2 + ske-3x+14 2-4+1 3 2 = [fi'- .4x² +* 9- 3 + 3 – (5 -1 +1) 1 = 3 = -
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