Practice 3.1. Simplify. Write with positive exponents. (1) a²a²a³ -uºv!5 (2) (3) (–2)~3 y16

Advanced Engineering Mathematics
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Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Lesson 3. Properties of Integral Exponents
Practice 3.1. Simplify. Write with positive exponents.
-u°y15
(2)
(1) a²a³a°
(3) (-2)-3
(4) (-x-'(-y)²)³
y16
Practice 3.2. Simplify. Write with positive exponents.
4y320
(2)
(4) (2x-4)³
(1) (3a²b?c²)(4abc²)(26²c³)
(3) (–2a³b?c9)³
x?y2
Practice 3.3. Simplify. Write with positive exponents.
(–xºy3 v
(2)
2wz2
3-2a-³h5
(3)
x-3y-4
6x-2y5
(4)
2y¬3z-11
(1) (-3a²x³)-2
Transcribed Image Text:Lesson 3. Properties of Integral Exponents Practice 3.1. Simplify. Write with positive exponents. -u°y15 (2) (1) a²a³a° (3) (-2)-3 (4) (-x-'(-y)²)³ y16 Practice 3.2. Simplify. Write with positive exponents. 4y320 (2) (4) (2x-4)³ (1) (3a²b?c²)(4abc²)(26²c³) (3) (–2a³b?c9)³ x?y2 Practice 3.3. Simplify. Write with positive exponents. (–xºy3 v (2) 2wz2 3-2a-³h5 (3) x-3y-4 6x-2y5 (4) 2y¬3z-11 (1) (-3a²x³)-2
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