What is the equation of a line that is parallel to the line 2x + 5y = 10 and passes through the point (–5, 1)? check all that apply. y = −x − 1 2x + 5y = −5 y = −x − 3 2x + 5y = −15 y − 1= −(x + 5)
What Is The Equation Of A Line That Is Parallel To The Line 2X + 5Y = 10 And Passes Through The Point (–5, 1)? Check All That Apply. Y = −X − 1 2X + 5Y = −5 Y = −X − 3 2X + 5Y = −15 Y − 1= −(X + 5)
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What Is The Equation Of A Line That Is Parallel To The Line 2X + 5Y = 10 And Passes Through The Point (–5, 1)? Check All That Apply. Y = −X − 1 2X + 5Y = −5 Y = −X − 3 2X + 5Y = −15 Y − 1= −(X + 5). You have to specify the parameters a and b of the original line y = ax + b as well as the coordinates. How to use the parallel line calculator?
Ex 1 Find the Equation of a Line Parallel to a Given Line Passing from www.youtube.com
The web page does not answer the query directly, but explains the concepts and meth… Thus, any line of the form $$$ y=3x+c $$$ (where. Many students are more comfortable using slope intercept form but this kind of problem is actually.
Thus, Any Line Of The Form $$$ Y=3X+C $$$ (Where.
The coordinates and coeficients may be entered as fractions,. Its slope is $$$ 3 $$$. You have to specify the parameters a and b of the original line y = ax + b as well as the coordinates.
Follow The Steps Given Below To Find The Equation Of A Parallel Line.
This online parallel line calculator finds the equation of the line that is parallel to a given line. Enter the inputs for the equation of the line for which the parallel line. What is the equation of line parallel to $$ y = 3x + 5 $$ and through the point $$ (1, 7) $$?
Many Students Are More Comfortable Using Slope Intercept Form But This Kind Of Problem Is Actually.
The answer is an equation, in slope intercept form, of the line parallel to the line and passing through the point entered. How to use the parallel line calculator? Learn how to find parallel and perpendicular lines using algebra and examples.
The Web Page Does Not Answer The Query Directly, But Explains The Concepts And Meth…
For a line $$$ \mathit{m_2} $$$ to be parallel to $$$ \mathit{m_1} $$$ it must have the slope equal to $$$ 3 $$$.