how do you find a slope?

Question

y=4x+3

Answer 1

slope = 4

standard form y = kx + b

Answer 2

slope=mx+b. m is the slope and x is the variable of m. and b is the y-intercept of the line.

Answer 3

how do I find the slope for x-2y=4?

Answer 4

The equation you wrote is the standard form of a line: y = mx + b.

In this equation, m is the slope of the line and b is the y-intercept.

So the slope here is 4.

Answer 5

what is the answer to this problem 9.5*10negative 6 in standard form?

Answer 6

What is the slope of the line through the points (-2, 7) and (3, -3)? m = _?_

Answer 7

In y-intercept form, y=mx+b, with m being the slope. Therefore, in the equation y=4x+b, the slope is 4.

Answer 8

what are the line segments

Answer 9

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Answer 10

It's in standard form in which is y=mx+b. Therefore you take 4x and put a 1 under it to give you your slope. Which will be y=4x/1+3

Answer 11

what is perpendicular?

Answer 12

y= -x+3

Answer 13

road with 12 m side alope 1in1 cut and1in3 fill ground cross fall in 1in 12

Answer 14

The slope is equal to the "m" and always remember the formula because this is the hint of the answers:

GIVEN; y=4x + 3

If the formula is: y= mx + b

                      then the slope is 4..

Answer 15

calculate the length of the line segment. Round your answer to the nearest tenth.. a. 4.6 b. 6.9 c. 8.5 d. 9.3

The line is plus 8 Plus 3 plus 7

Answer 16

4, as from equation of line Y =mX +c

Answer 17

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Answer 18

show that the graph of the equation xy=1 is a hyperbola by rotating the xy-axes through an angle of 45

Answer 19

Would you use distributive property?

Answer 20

Y=3/4x+ 11

Answer 21

Whats the slope of  a line running throw (6,8) and (3,-6)

Answer 22

Given: y=4x+3
The slope of a line is the ratio of unit change in y to unit change in x.
In other words, the slope means that, if x increases 1 unit, how much y increases or decreases
its quantity.  So that the slope reveals how steeply or slowly the graph goes up or down.

Write standard form of a linear equation in functional form, e.g. y=f(x)=mx+b···Eq.1
In Eq.1, if x increases 1 unit, then y=f(x+1)=m(x+1)+b=mx+m+b···Eq.2

So, the unit change in y is: Eq.2-Eq.1=f(x+1)-f(x)=m
Thus, the slope, the ratio of unit change, is: y : x = m : 1

Therefore, the slope of line y=mx+b is equal to m.
That is: m, the coefficient of x, indicates the slope.
In this question, 4 corresponds to m.  So, the slope is 4.

The answer: The slope of line y=4x+3 is 4.