Multiply: A3 - 4ab and 2a2b

Multiply: a³ - 4ab and 2a²b

Sum

a³ - 4ab and 2a²b

⇒ 2a²b × (a³ - 4ab)

⇒ 2a⁵b - 8a³b²

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Performs Operations (Addition and Subtraction) on Algebraic Expressions with Integral Coefficients Only.

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Chapter 11: Fundamental Concepts (Including Fundamental Operations) - Exercise 11 (C)

Chapter 11 Fundamental Concepts (Including Fundamental Operations)
Exercise 11 (C) | Q 6.5

Subtract: - 8c from c + 3d

If x = 4a² + b² - 6ab; y = 3b² - 2a² + 8ab and z = 6a² + 8b² - 6ab find: x - y - z

Simplify: - (7 + 6x) - 7(x + 2)

Copy and complete the following multi-plication:

a + b
× a + b

Copy and complete the following multi-plication:

2a - b + 3c
× 2a - 4b

Copy and complete the following multi-plication:

3m² + 6m - 2n
× 5n - 3m

Evaluate: (a + 1)(a² - a + 1) and (a - 1)(a² + a + 1)

Simplify: `"x" + "x + 2"/3`

Simplify: `("p" + "p"/3)("2p" + "p"/2)("3p" - "2p"/3)`

Simplify: `(2"p" + "p"/7) div ("9p"/10 + "4p")`