For x-intercept,
y = 0,
log(3x+3) = 2
(3x + 3) = antilog(2)
x = (antilog(2) - 3)/3
x ≈ 32.3333
For y-intercept,
x = 0,
y = log(3) - 2
y ≈ -1.5228
Which expression is equivalent
1 answer:
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For x-intercept,
y = 0,
log(3x+3) = 2
(3x + 3) = antilog(2)
x = (antilog(2) - 3)/3
x ≈ 32.3333
For y-intercept,
x = 0,
y = log(3) - 2
y ≈ -1.5228
Answer:
The resulting function is .
Step-by-step explanation:
Let a real function, we define the following function operations:
Horizontal translation
(1)
If , then horizontal translation is to the left, otherwise it is to the right.
Vertical translation
(2)
If , then vertical translation is upwards, otherwise it is downwards.
Knowing that and
is the result of translating
four units downwards and five units to the left. Then, we find that:
The resulting function is .
