Answer:
To reflect a point across the vertical line x = -2, we can use the formula:
(x, y) → (2c - x, y)
where c is the x-coordinate of the line of reflection. In this case, c = -2. Let's apply this formula to the point W(-4, -4):
W' = (2(-2) - (-4), -4)
= (-4 + 4, -4)
= (0, -4)
Therefore, after the reflection across x = -2, the coordinates of W(-4, -4) become W'(0, -4).
Step-by-step explanation:
1. variables
2. constants
3. units
4. numbers
This question is based on the concept of Fahrenheit and Celsius. Hence, the correct option is (1), in the literal equation, , C and F represent variables.
Given:
In the literal equation,
We have to choose appropriate option for what to C and F represent.
According to question,
It is given that, in the literal equation,
This is the relation between Fahrenheit and Celsius.
Where, F = Fahrenheit and C = Celsius
By changing the value of C, the value of Fahrenheit F changes.
Therefore, F and C represents variables.
Hence, the correct option is (1), in the literal equation,
, C and F represent variables.
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Answer:
variables
Step-by-step explanation:
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x\4 = 5\7