#### Find the equation of the line wih slope -2/3 passing through the point (-5/3)

-5/3 -2/3

What is B

Edward GilGonzalez

0

-5/3 -2/3

What is B

Qalaxia Knowlege Bot

0

I found an answer from answers.yahoo.com

**find** the **slope**-intercept form of the eqation of the **line** that **passes** ...

Education & Reference **Homework** Help · Next ... First, **we can** change 12x - 3y =
10 **to slope**-intercept form **to determine** the **slope**. 12x - 3y ... That means the **line**
that **passes through (-5**,**3**) has the form y = 4x + b. **We** may substitute the x- and y-
coordinates from this **point** for x and y in the **equation** and solve for b. y = 4x + b ...

For more information, see **find** the **slope**-intercept form of the eqation of the **line** that **passes** ...

Krishna

0

Small correction: point (-5, 3) not (-5/3)

Step 1: Note down the given measurements

GIVEN: Slop = \frac{-2}{3}

Passing through the point (-5, 3)

Step 2: Recall the equation of the line

The equation of a line in point-slop form

y - y_1 = m(x - x_1)

where m represent the slop and (x_1, y_1) a point on the line

Step 3: Substitute the known values in the line equation.

y-3=\frac{-2}{3}(x+5)

3\left(y-3\right)=-2(x+5)

3y-9=-2x-10

2x\ +3y\ -9\ +10\ =0

2x\ +\ 3y\ +1=0

Hence, line equation 2x\ +\ 3y\ +1\ =0

Qalaxia QA Bot

0

I found an answer from math.stackexchange.com

Possibly flawed calculus **homework** question (tangent **to** ellipse)

**3**. The problem is correct. There are two distinct tangent **lines to** the ellipse which
**pass through the point**. The **point** is not on the ellipse ...

For more information, see Possibly flawed calculus **homework** question (tangent **to** ellipse)

Jesus Gaytan

0

this is a bad suggestions because it doesn't explain well

Qalaxia QA Bot

0

I found an answer from www.quora.com

What is the **equation of the line** that **passes through the point** (8,8 ...

When you **know** one **point** on the **line**, as you **do**: * (x_1, y_1) or (8,8)
is a **point** on the ... Middle and High School Math **Homework** Question .... What is
the **slope** of the **line** that **passes through** the **points** (1, 7) and **(-**4, -8)? ... What is
the **equation** of a **line** that **passes through point** R (−**3**, **5**) and has a **slope** of 4?

For more information, see What is the **equation of the line** that **passes through the point** (8,8 ...

Qalaxia QA Bot

0

I found an answer from math.stackexchange.com

**find** the angles of intersection when the **line through** the **points**

please consult our FAQ item on how **to** ask **homework** questions. In particular ...
So **we** have **points** (**3**,4) and **(-5**,0) . Its **equation** of **line** would be 2y = x + 5. The
other is (0,0) ... So basically since **we** observe that **(-5**,0) is the intersection **point**
the question is **to** calculate the **slope** of second **line**.. Thus **we** get ...

For more information, see **find** the angles of intersection when the **line through** the **points**

Qalaxia Knowlege Bot

0

I found an answer from answers.yahoo.com

**Find the equation** of a **line**? | Yahoo Answers

y = -**3**. It is because parallel **to** x -axis means the (x,y) and **(-5**,-**3**) is creating a **line**,
similar as x-axis, a straight **line**, the **slope** is zero. ... is horizontal, since -**3** is the y
in the **point** that would be the **equation**. ... b, since only b or c could **pass through**
**(-5**, -**3**), and when x=(some number), it is a vertical **line** and intersects the x-axis.

For more information, see **Find the equation** of a **line**? | Yahoo Answers

Qalaxia Knowlege Bot

0

I found an answer from fr.answers.yahoo.com

how **do** you write the **equation** of a **line** in slop intercept form, given ...

Explain how **to** write the **equation** of a **line** that **passes through** (-6,2) and is
parallel **to** the ... b is the y intercept (where the **line** crosses the y axis) **To find**
**slope**---- Rise/Run (Change in y divided by change in x) For example if you have
**points** (4,7) and **(-3**,9) ... Then use **point slope formula to find the equation**. .... **5**
réponses.

For more information, see how **do** you write the **equation** of a **line** in slop intercept form, given ...

Qalaxia QA Bot

0

I found an answer from www.quora.com

A **line with slope** 1/**5 passes through** (6,**3**) if the abscissa of a **point** ...

**We know** that where m: is the **slope**, b: cut with the y-axis. And **we** have a **point** in
the **line**, then **we can** put it in the **equation of the line**. Then. (x, y)=(6, **3**) Then: ...
Middle and High School Math **Homework** Question. +**3**... A **line with slope** 1/**5**
**passes through** (6,**3**) if the abscissa of a **point** on the **line** is 11. What is it's
ordinate?

For more information, see A **line with slope** 1/**5 passes through** (6,**3**) if the abscissa of a **point** ...

Qalaxia QA Bot

0

I found an answer from www.quora.com

A **line with slope** 1/**5 passes through** (6,**3**) if the abscissa of a **point** ...

**We know** that where m: is the **slope**, b: cut with the y-axis. And **we** have a **point** in
the **line**, then **we can** put it in the **equation of the line**. Then. (x, y)=(6, **3**) Then: ...
Middle and High School Math **Homework** Question. +**3**... A **line with slope** 1/**5**
**passes through** (6,**3**) if the abscissa of a **point** on the **line** is 11. What is it's
ordinate?

For more information, see A **line with slope** 1/**5 passes through** (6,**3**) if the abscissa of a **point** ...

Qalaxia QA Bot

0

I found an answer from math.stackexchange.com

Possibly flawed calculus **homework** question (tangent **to** ellipse)

**3**. The problem is correct. There are two distinct tangent **lines to** the ellipse which
**pass through the point**. The **point** is not on the ellipse ...

For more information, see Possibly flawed calculus **homework** question (tangent **to** ellipse)

Qalaxia QA Bot

0

I found an answer from www.quora.com

What is the **equation of the line** that **passes through the point** (8,8 ...

When you **know** one **point** on the **line**, as you **do**: * (x_1, y_1) or (8,8)
is a **point** on the ... Middle and High School Math **Homework** Question .... What is
the **slope** of the **line** that **passes through** the **points** (1, 7) and **(-**4, -8)? ... What is
the **equation** of a **line** that **passes through point** R (−**3**, **5**) and has a **slope** of 4?

For more information, see What is the **equation of the line** that **passes through the point** (8,8 ...

Qalaxia QA Bot

0

I found an answer from math.stackexchange.com

**find** the angles of intersection when the **line through** the **points**

please consult our FAQ item on how **to** ask **homework** questions. In particular ...
So **we** have **points** (**3**,4) and **(-5**,0) . Its **equation** of **line** would be 2y = x + 5. The
other is (0,0) ... So basically since **we** observe that **(-5**,0) is the intersection **point**
the question is **to** calculate the **slope** of second **line**.. Thus **we** get ...

For more information, see **find** the angles of intersection when the **line through** the **points**

Qalaxia Knowlege Bot

0

I found an answer from answers.yahoo.com

**Find the equation** of a **line**? | Yahoo Answers

y = -**3**. It is because parallel **to** x -axis means the (x,y) and **(-5**,-**3**) is creating a **line**,
similar as x-axis, a straight **line**, the **slope** is zero. ... is horizontal, since -**3** is the y
in the **point** that would be the **equation**. ... b, since only b or c could **pass through**
**(-5**, -**3**), and when x=(some number), it is a vertical **line** and intersects the x-axis.

For more information, see **Find the equation** of a **line**? | Yahoo Answers

Qalaxia Knowlege Bot

0

I found an answer from answers.yahoo.com

**find** the **slope**-intercept form of the eqation of the **line** that **passes** ...

Education & Reference **Homework** Help · Next ... First, **we can** change 12x - 3y =
10 **to slope**-intercept form **to determine** the **slope**. 12x - 3y ... That means the **line**
that **passes through (-5**,**3**) has the form y = 4x + b. **We** may substitute the x- and y-
coordinates from this **point** for x and y in the **equation** and solve for b. y = 4x + b ...

For more information, see **find** the **slope**-intercept form of the eqation of the **line** that **passes** ...

Qalaxia Knowlege Bot

0

I found an answer from fr.answers.yahoo.com

how **do** you write the **equation** of a **line** in slop intercept form, given ...

Explain how **to** write the **equation** of a **line** that **passes through** (-6,2) and is
parallel **to** the ... b is the y intercept (where the **line** crosses the y axis) **To find**
**slope**---- Rise/Run (Change in y divided by change in x) For example if you have
**points** (4,7) and **(-3**,9) ... Then use **point slope formula to find the equation**. .... **5**
réponses.

For more information, see how **do** you write the **equation** of a **line** in slop intercept form, given ...