Select the correct answerThe function pow(c,d,t) is evaluated as:Options(c**d)**t(c**d) % t(c**d)*t(c**d) / t

To determine the correct interpretation of the function pow(c, d, t), we need to analyze the standard definition of the pow function in programming languages such as Python.

Breakdown of the Problem

1. Understand the pow function.
2. Evaluate how it applies to the form given: pow(c, d, t).

Relevant Concepts

The pow function typically follows this syntax:

• pow(base, exponent[, modulus]) Where:
• base is the number to be raised to the power of exponent.
• exponent is the power to which the base is raised.
• modulus is optional, and if provided, the result is taken modulo this number.

Analysis and Detail

Evaluating pow(c, d, t) can be expressed as:

• When modulus is not considered: c**d
• When modulus is applied: (c**d) % t

The key distinction is that when the third parameter (t) is provided, the function computes (c**d) % t as opposed to just c**d. Therefore, pow(c, d, t) computes the value of c raised to the power d, and then takes that result modulo t.

Verify and Summarize

Based on the syntax of the pow function, the correct interpretation of pow(c, d, t) is:

• c**d % t

Final Answer

The correct answer is: (cd) % t**