If you have a line, such as y=mx+b, in slope intercept form, you know that any line parallel to it has slope m also. It does not matter what the y intercept is, if slope is m, it will be parallel to the original line. Example: y=3x+2, than any line with slope 3 is parallel, so y=3x+15 is parallel. If you have a specific y intercept, say 29, than the parallel line will be y=3x+29 I can't read you equation well enough to understand them, but this should explain how to do it. So here is another example: A line parallel to y=4x+13 with y intercept 22 y=4x+22 is the answer.
y=4x + 3 is an example for a linear equation just make sure that x is to the first power and you should be good
please help
A kite, and various options amongst polygons with 5 or more sides.
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Please provide the name of the parallel you are referring to for me to determine its specific degrees north of the equator.
I’m sorry, but I need the specific equation to determine the value of ( m ). Please provide the equation, and I’ll be happy to help!
Please solve this equation.
To determine the value of x, I would need more context or a specific equation or problem. Please provide additional information or details about the equation or situation involving x.
Please post the equation
it depends, please give an example of the equation.
What do you mean by 'determine'? Explain, please.
I have never come across the phrase "parallel angles". Please elaborate.
To determine what equals 700 in terms of ( x ), you would set up the equation ( x = 700 ). This means that the value of ( x ) is directly equal to 700. If you have a specific context or equation in mind, please provide more details for a tailored response.
Could you please provide more context or information regarding the variable "b"? Without additional details or a specific equation or problem, I cannot determine the integer value for b.
Poiseuille Equation can only be applied to laminar flow.
Please include the equation.