Question

G=f(x)-ag=f(x)+ag=f(x-a)g=f(x+a)ЧТО ПРОИСХОДИТ С ГРАФИКОМ?

Answer 1

g=f(x)-a: График g=f(x) опускается на а 
g=f(x)+a: График g=f(x) поднимается на а 
g=f(x-a): График g=f(x) сдвигается на а вправо
g=f(x+а): График g=f(x) сдвигается на а влево

Answer 2

Understanding the Equation

The given equation is G = f(x) - a g = f(x) + a g = f(x - a) g = f(x + a). This equation involves a function f(x) and a constant a. It seems to describe the relationship between the function f(x) and another function g that is related to f(x) through addition and subtraction by the constant a.

Implications for the Graph

The implications for the graph of these functions can be inferred from the given equation. It seems that the functions f(x) and g(x) are related in a specific way based on the addition and subtraction of the constant a. This relationship can lead to various transformations of the graph of f(x) when considering the function g(x).

The specific transformations and their effects on the graph of f(x) would depend on the nature of the functions f(x) and g(x), as well as the value of the constant a. Without further details about the functions and the value of a, it's challenging to provide a precise description of the graph's transformation.

Conclusion

In summary, the given equation G = f(x) - a g = f(x) + a g = f(x - a) g = f(x + a) suggests a relationship between the functions f(x) and g(x), involving addition and subtraction by the constant a. The specific implications for the graph of these functions would depend on the nature of the functions and the value of the constant a.