Question

The graph of y=g(x) contains the point (6,−3). What point must be on the graph of each of the functions below? Enter points as (a,b) including the parentheses. The graph of y=g(41​x)−14 must contain the point help

Answer 1

To find the point on the graph of y=g(41x)-14, we substitute the x-coordinate and solve for the y-coordinate using the given point (6,-3). However, we cannot determine the specific point without knowing the equation of g(x).

Step-by-step explanation:

To find the point that must be on the graph of y=g(41x)-14 using the given point (6,-3), we need to substitute the x-coordinate of the given point into the equation and solve for the y-coordinate.

Substituting x=6 into the equation, we get:

y = g(41*6) - 14 = g(246) - 14

Since the equation y = g(246) - 14 is dependent on the function g(x), we cannot determine the specific point without knowing the equation of g(x).