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Chapter 4: Q66. (page 188)

Write an equation in slope-intercept form for the line that satisfies the following set of conditions.

Slope 1 passes through (5,3).

Short Answer

Expert verified

The solution is y=x-2.

Step by step solution

01

Step 1- Consider the set of conditions.

Consider the slopem=1 passes through the points x,y=5,3.

02

Step 2- Step description.

The slope intercept form is given by the formula y=mx+b, where m is the slope.

03

Step 3- Step description.

Substitute the value of mand the set of points in the slope intercept equation as follows:

y=mx+b3=1(5)+b3=5+bb=3鈭�5b=鈭�2

Now substitute the value of slope and bin the slope intercept form as follows:

y=mx+by=1(x)+(鈭�2)y=x鈭�2

Thus, the slope intercept form is y=x-2.

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Most popular questions from this chapter

For Exercises 32 and 33, use the matrix at the right.

1361015...2591420...48131926...712182533...1117243241...1623314050...鈰�鈰�鈰�鈰�鈰�鈰�

Study the pattern of numbers. Complete the matrix for column 6 and row 7.

Use matricesA, B, Cand Dto find the following.

A=57鈭�163鈭�9,鈥夆赌�B=835144,鈥夆赌�C=04鈭�257鈭�1,鈥夆赌�D=6290鈭�30

28. 3C-4A+B

Give examples of a row matrix, a column matrix, a square matrix, and a zero matrix. State the dimension of each matrix.

Use matrices A, B, Cand Dto find the following.

A=57鈭�163鈭�9,鈥夆赌�B=835144,鈥夆赌�C=04鈭�257鈭�1,鈥夆赌�D=6290鈭�30

4C

Solve each equation.

3x-5x+y129z=108123x+y
See all solutions

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