Question

In exploration 3.3.1, what was addressed in the exponential parent function?

1) The constant k
2) The variable x
3) The coefficient a
4) The exponent b

Answer 1

3) The coefficient a. The exponential parent function is represented by y = a^bx, where a is the coefficient and b is the exponent. The coefficient represents the initial value or starting point of the function, while the exponent determines the rate of growth or decay.

Step-by-step explanation:

The exponential parent function is represented by the equation y = abx, where a is the coefficient. The coefficient a determines the overall growth or decay of the function. It represents the initial value or starting point of the exponential function. The exponent b, on the other hand, determines the rate of growth or decay. It determines how quickly the function increases or decreases as the value of x changes.

Answer 2

The exponential parent function is represented by the equation y = a * b^x, where x is the exponent and a is the coefficient. The constant k is not directly addressed in the exponential parent function.

Step-by-step explanation:

The exponential parent function is represented by the equation y = a * bx, where variable x is the exponent and coefficient a is the constant. The constant k is not directly addressed in the exponential parent function. The variable x represents the exponent and determines the rate of growth or decay. The coefficient a affects the vertical scaling of the function.