Question

Find an equation of the line satisfying the conditions given. Express your answer in standard form.

Parallel to 3x-y=-5 and passing through(1-,0)

Answer 1

3x-y=3

Answer 2

Do you know what the slope is for your line?

Answer 3

if the given is (-1,0) then 3x-y=-3

Answer 4

Express you equation in the slope intercept form
y=3x+5. The slope is the coefficient of x or a +3. The slope of the parallel line must be +3 also. This is the rule.

Answer 5

You have been given one point for this parallel, that is the point (-1,0). Or I think you have....that point looks funny with the - stuck between the x and y position like that.

From your study of the line equation,you know slope or m=\[\Delta y \over \Delta x\]

Answer 6

so 3= (y-0)/(x+1) using the algebra you have learned this then becomes
y=3x+3 but your problem stated it wanted it expressed in standard form which would be:
3x-y+3=0 for the standard Ax+By+C=0

Answer 7

Hope this helps, good luck in your pursuit of knowledge.