Is the function f(x) = 115x + 49 onto
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Answered by
0
Given:
F(x) = 115x +49
Let f(x) =y
115x➕ 49 =y
115x = y - 49
x = (y -49)/115
For all y belongs to R, x belongs to R.
Therefore f(x) is onto.
F(x) = 115x +49
Let f(x) =y
115x➕ 49 =y
115x = y - 49
x = (y -49)/115
For all y belongs to R, x belongs to R.
Therefore f(x) is onto.
Answered by
0
Step-by-step explanation:
(a)f(x)=115x+49
(b)f(x)=(x)
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