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▶️Why is the square root of x = x^(1/2)? | Laws of Indices 7 |Law of Fractional Exponents or Powers
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This video shows the detailed explanation of why square root of x is equal to x^(1/2). This is commonly known as the fractional power law of indices or rule of fractional exponents or powers. This video shows the step-by-step explanation of the fractional power rule. These are all done in less than one (1) minute.

This is another video in the series of math tutorial videos about differentiation. This is usually taught in class 7 (grade 7 maths) until class 10 (grade 10 maths).

The previous videos shows the different laws of indices starting with the basic concepts of exponents: bit.ly/3r3HJrZ

Stay tuned for the continuation of the discussions and examples on the laws of indices or rules of exponents.

These videos are the prerequisites to the discussions of the power rule of derivatives. The differentiation rules or derivative rules will continue after the discussion of the laws of indices or laws of exponents.

You may also try the MATH QUIZ on Laws of Indices or Exponents to check your understanding on the concepts:
🎥 bit.ly/3YkcAgl

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🎥Past paper items on Proving Trigonometric Identities: bit.ly/3d9CdwO
🎥Past paper items on Quadratics & Coordinate Geometry: bit.ly/3BJHqpm
🎥Past paper items on binomial expansion: bit.ly/3b4PLsP
🎥 Probabilities of compound events using tree diagrams:bit.ly/37XEYyR

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8 Comments

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