(a) (교2-1) (2 + 1)",

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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help solving 7.2.3. a).
(4x3 + 6x + 5)x
(x2 + 1)3/2
7.2.5 Suppo
funct
Sup
a
Two final points about the rules
7.2.6 L
easier to write y = 5x+2x³ and then differentiate: du/dr -
the function y =
20 +6x. Sin
7.2
Exercises
7.2.1 The functions f and g are defined as follows:
f(x) = x³ + 1, g(x) = x* – 2.
Find expressions for f(g(x)), g(f(x)) and their derivatives.
7.2.2 Differentiate:
(a) (3r – 7)10 (b) (2³ +1)5
(c) (4x+9)/2 (d) (x° – 1)²/3 (e) (74A
(f) (a – 3x2 + 5x +1)/4
(8) 1/(2² – 1)" (h) 8/(/T+2)°
7.2.3 Differentiate using the rules of this and the previous section:
(a) (2² – 1)(2* + 1)°, (b) (x/3 – 2) /(æ³ – 2) .
Transcribed Image Text:(4x3 + 6x + 5)x (x2 + 1)3/2 7.2.5 Suppo funct Sup a Two final points about the rules 7.2.6 L easier to write y = 5x+2x³ and then differentiate: du/dr - the function y = 20 +6x. Sin 7.2 Exercises 7.2.1 The functions f and g are defined as follows: f(x) = x³ + 1, g(x) = x* – 2. Find expressions for f(g(x)), g(f(x)) and their derivatives. 7.2.2 Differentiate: (a) (3r – 7)10 (b) (2³ +1)5 (c) (4x+9)/2 (d) (x° – 1)²/3 (e) (74A (f) (a – 3x2 + 5x +1)/4 (8) 1/(2² – 1)" (h) 8/(/T+2)° 7.2.3 Differentiate using the rules of this and the previous section: (a) (2² – 1)(2* + 1)°, (b) (x/3 – 2) /(æ³ – 2) .
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