What does the equation "y=mx+c" mean?
Hi..
The equation that is written as
y = mx + c
represents a straight line graph. At any place on the horizontal (or "x") axis the line passes through a particular place on the other (vertical, or "y") axis, where the two axes are at right-angles to each other (are perpendicular, in an L shape). At a place further along the horizontal axis, the line passes through another place on the other axis so that the two points are joined together by a perfectly straight line.
Whatever two different values you choose on the horizontal (x) axis, when you look up the values on the vertical (y) axis, the pair of coordinates (the (x,y) pair) will always be joined by a straight line. Because of this, if you are given two sets of coordinates (two (x,y) pairs) that are on the line graph you can then you have all the information you need to draw the line on the page.
The "y" in the equation is then the value you read off on the vertical (or y) axis (how high the point is on the page), the "x" is the value you read off the horizontal (or x) axis (how far along the point is on the page). The letter "m" is a number that represents the slope of the line, which is the number of units you go up the page per unit along the page (where a unit might be millimetres for example) when you follow the straight line. The letter "c" is a number that represents the place on the vertical (or y) axis where the straight line crosses that axis, called the intercept. All straight lines drawn on a page that obey the equation y = mx + c have a slope and intercept. The slope and intercept are just numbers that define the shape of the line, but we say that x and y are variables because they vary depending on which place on the x and y axis you read off when pin-pointing a particular place on the line graph. The pairs of values (x,y), or coordinates that are on the line graph vary in a fixed relationship to other as you move along the line in either direction.
The equation y = mx + c represents a straight line graph on the xy plane with slope m and intercept c.
The propagation of uncertainty formula for the equation y-mx-b is/ Aym)2 + ( (Дуь) where ym-(mx + b)-((m + &m)x + b). Дух-(mx + b)-(m(x + 5x) + b) and ΔΥο (mx + b) _ (mx + (b + δb). The values &m·5x and 5b are the uncertainties on m. x and b respectively. If m -39/- 0.5.x-0.2/-0.5 and b 1.5*/-o.6 then what is the uncertainty on y?
The propagation of uncertainty formula for the equation y-mx-b is/ Aym)2 +...
The propagation of uncertainty formula for the equation y - mx ob is (ym)+ (AVX)2 + (AVP)? where AVm = (mx +b) – ((m + Sm)x+b)..Ayx = (mx +b) - (m(x + 5x)+b) and Ayb = (mx+b) – (mx +(b + Sb)). The values Sm. Sx and Sb are the uncertainties on m,x and b respectively. If m - -4.5+/-0.3. - 12+/-0.2 and b = -4.7+/-0.5 then what is the uncertainty on y?
You are given the equation V = IR, if you compare this to y = mx + b, what is the y intercept, b equal to?
QUESTION 16 1. The propagation of uncertainty formula for the equation y mx +b is Δ γ,-(mx + b)-(m(x +5x1+ b) dym = (mx + b) _ ((m+5m)x + b) and where Ayb (mx+ b) - (mx +(b +5b)) b respectively. If m- 2.9+-01, x 4.2+/-0.4 and b -3.5+/-0.5 then what is the uncertainty on y? are the uncertainties on m, x and and The values View comments (1) > Expert Answer o An expert answer will be posted here
6. The equation of a line is given by the function y -mx +b. Determine the value of the X-intercept (where y 0) of the line defined by the equation y 3x+9. Using the equation for a straight line, what is the formula for the x intercept? 7. What effect will a 1.0°C error (all temperature readings are 1.0°C greater than the actual value) in determining absolute 0 K? Justify your answer. 8. What effect will a 0.10 atm error...
246 The equation of a line is given by the function y mx + b. Determine the value of the X-intercept (where y 0) of the line defined by the equation y 3x + 9. Using the equation for a straight line, what is the formula for the x intercept? 6. 7. What effect will a 1.0°C error (all temperature readings are 1.0°C greater than the actual value) in determining absolute 0 K? Justify your answer. What effect will a...
Q2)a) [5pt] Find the equation of the line in the plane (in y = mx +b form) that is perpendicular to the line y = 1/5x + 17 and goes through the point (9, 12). Equation of the line: _______ Q2)b) [5pt] Find the equation of the line in the plane that is perpendicular to the y axis and goes through the point (-2,4). Equation of the line:_______
(MATLAB Question) I'm trying to create an equation of a line (y=mx+b) based on “x” with slope m=2 and y-intercept 2. (y=2x+2). Then plot the line and turn hold on. This is what I have so far, I know something is wrong, but I am not sure at what part. Y=mx+b; Y=2x+2; m=2; y-intercept=2; (plot(x,y)) (plot hold on)
-/8 points | AUFCOLALG8 2.3.044. y = mx + b. Find the equation of the line satisfying the given conditions. Write the equation in the form y-intercept (0,7), slope -6 Need Help? Read It Talk to Tutor