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What is the orded pair for 3x plus y equals -1 5x-y equals 9?
3x+y=-1 y=-1-3x5x-y=9 5x-(-1-3x)=95x+1+3x=98x=8x=1y=-1-3(1)y=-4(1,-4)
What equation has a graph parallel to the graph of 9x plus 3y equals -22?
3x + y = c where c is any constant number of your choice.
How do you graph -3x-y equals 4?
Get in function form. - 3X - Y = 4 - 1(- Y = 3X + 4) Y = - 3X - 4 ----------------------------solve for X and Y by the 0 out method - 3X - 4 = 0 - 3X = 4 X = - 4/3 --------------- Y = - 3(0) - 4 Y = - 4 -------------- Draw a line linking those points.
Which graph represents the equation 3x y -1?
4
How can you graph 3x-9y equals 27?
3x - 9y = 27-9y = -3x + 279y = 3x - 27y = x/3 - 3The graph is a straight line, with (slope = 3), and passing through the point (y = - 3) on the y-axis.
What kind of graph represents 3x plus y equals negative 1?
3x + y = -1 y = -3x - 1 The graph is a straight line, with a slope of -3, passing through the point Y = -1 on the y-axis.
Graph 3x minus y equal -1?
4
How do you graph 3x-y equals 2?
1
An equation of the line tangent to the graph of y equals x3 plus 3x2 plus 2 at its point of inflection is?
(a) y = -3x + 1
If you wanted to make the graph of y 3x plus 1 steeper which equation could you use?
y=7x+1 ( apex )
Y equals -2x2 plus 3x plus 5?
If you graph this it will be a parabola that has each end pointing down. It crosses the x-axis at: y=-2x^2+3x+5 y=-1(2x^2-3x-5) y=-1(2x-5)(x+1) y=5/2 y=-1
What is the answer for y equals 3x plus 1?
y = 3x + 1 is a linear equation - it is the equation for a graph of a straight line that crosses the y axis at 1 and the x axis at -1/3, and has a gradient (slope) of 3.
The graph of y-3x 7 is shown below how would the graph change if the equation was replaced by a 1?
y=7-3x
How do you write y equals 3x plus 1?
y = 3x + 1
What is paraellel to y equals 3x plus 1?
y = 3X - 1
How do you graph y-3x-3?
y-3x-3 y=3x+3 A line with a slope of 3 crossing the y-axis at 3.
How do you graph 3x plus 3x plus 18 step by step?
To graph the equation (3x + 3x + 18), first simplify it to (6x + 18). Next, rewrite it in slope-intercept form (y = mx + b), which gives you (y = 6x + 18). Identify the y-intercept (0, 18) and the slope (6), meaning for every 1 unit increase in (x), (y) increases by 6. Finally, plot the y-intercept on the graph and use the slope to find another point, then draw a line through these points.
