Answer:
5
Step-by-step i did the math
Required Equation is 
Given: A line passing through
and 
Slope =
= 
Equation of line is:

Where b is y intercept
for value of b

⇒ b = -1
and Equation of line is:

For another parallel line that passes through the point (-3,0)


c = 2
then the equation is:

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Answer:
the answer is easy.
Step-by-step explanation:
Answer: 15 minutes
Explanation: