Calculus An Applied Approach Brief International Metric Edition 10th Edition Full download link at: https://testbankpack.com/p/solution-manualfor-calculus-an-applied-approach-brief-international-metric-edition10th-edition-by-larson-isbn-1337290572-9781337290579/
C H A P T E R 5 Integration and Its Applications Section 5.1 Antiderivatives and Indefinite Integrals Skills Warm Up x
1.
x1 2
=
x 2.
2 = 2 2 + 5( 2) + C
x
2x ( 2x) = ( 2x)
13
3
5x +
5
( )
3. 1 x
1
+
3
x2
=
−12 = C
(2x) = (2x)4 3
x = 5x3
3
4.
12
+ x5
12
( )
( x + 1)
3
= 51 2 x3 2 + x5 2 2 = 3( 2) − 6( 2) + C 3
−10 = C
1 1 + 23 x1 2 x
9.
3
x
2
= ( x + 1)
52
=
x1 3
14 = C 2
10. y = − 1 x 4 − 5x + C 2 = − 1 ( 2) + 5( 2) + C 4
x3 2
x
y = −16x 2 + 26x + C 2 = −16(2) + 26( 2) + C
( x + 1)1 2
x +1
6.
( x + 1)
3
=
y = 3x3 − 6x + C
8.
= x −1 2 + x −2 3
5.
y = x 2 + 5x + C
7.
= x −1 2
= x3 2 −1 3 = x 7 6
2
2 = −8 + 10 + C 0 = C
1.
2.
3. 340
d 2 2x + C = 2( 2x) = 4x dx d 5 x + C = 5x 4 dx d3
d [r + C] = 1 dr 9. 6 dx = 6x + C
9 d +C = 3x −3 + C = −9x −4 = − dx x 3 dx x4
(
8. dr = r + C
)
d
[6x + C] = 6
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