Fill in the Blank: 3ab × 6ax = ..................

Fill in the blank:

3ab × 6ax = ..................

Fill in the Blanks

3ab × 6ax = 3 × 6 × a × a × b × x = 18a²bx

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Chapter 14: Fundamental Concepts (Including Angles and their Properties) - Exercise 19 (C)

Chapter 14 Fundamental Concepts (Including Angles and their Properties)
Exercise 19 (C) | Q 2.02

Subtract the first term from the second:

4ab, 6ba

Subtract the first term from the second:

3.5abc, 10.5abc

Find the sum of x² − x + 1, − 5x² + 2x − 2 and 3x² − 3x + 1

Find the sum of 4x² + 7 − 3x, 4x − x² + 8 and − 10 + 5x − 2x².

Add the following expression:

− x² − 3xy + 3y² + 8, 3x²− 5y²− 3 + 4xy and − 6xy + 2x²− 2 + y²

Evaluate:

3a − (a + 2b)

Take 5x + 6y − 3z from 3x + 5y − 4z.

Take 1 − a + a² from a² + a + 1.

In 9⁴, which option correctly identifies the base and the exponent?

The value of y¹ is: