Complete gaps 1-6 with the correct derivative of each word in capitals

To answer this question, we need to understand what a derivative is. In mathematics, the derivative of a function measures the rate at which the function changes with respect to its input variable. In simpler terms, it tells us how much a function is changing at any given point.

Now, let’s complete the gaps with the correct derivatives of the words in capitals.

1. Derivative of «TALL»: The word «tall» does not represent a mathematical function, so it doesn’t have a derivative in this context. We can’t fill this gap with a correct derivative.

2. Derivative of «WIDE»: Similarly to «tall,» the word «wide» doesn’t represent a mathematical function, so it doesn’t have a derivative. We can’t fill this gap either.

3. Derivative of «FAST»: In this case, we can assume that «fast» represents the speed or velocity of an object. The derivative of speed with respect to time is called acceleration. Therefore, the correct derivative of «FAST» is «ACCELERATION.»

4. Derivative of «SLOW»: Similar to «fast,» «slow» represents the speed of an object. Therefore, the derivative of «SLOW» would also be «ACCELERATION.»

5. Derivative of «HEAVY»: If we interpret «heavy» as the mass of an object, the derivative of mass with respect to another variable (for example, time) would be the rate of change of mass, or how fast the mass is increasing or decreasing. However, without knowing the specific context, it is difficult to determine the correct derivative of «HEAVY.»

6. Derivative of «LIGHT»: Like «heavy,» without specific context, it’s difficult to determine the correct derivative of «LIGHT.» If we assume «light» represents the opposite of «heavy,» the derivative could be related to the rate of change of mass.

In conclusion, not all the words in capitals have a well-defined derivative in the mathematical context. Only «FAST» can be associated with acceleration. The derivatives of «TALL,» «WIDE,» «SLOW,» «HEAVY,» and «LIGHT» are context-dependent and cannot be determined without additional information.