Math / Geometry

QuestionPlot the point $(5,-1)$ and identify the quadrant.
Click on the graph to plot a point. Click a point to delete it.

Studdy Solution

STEP 1

What is this asking? We need to draw a dot at a specific spot on a graph and figure out which of the four sections it lands in. Watch out! Don't mix up the $x$ and $y$ values!
Remember, we walk before we fly, so $x$ comes first, then $y$ .

STEP 2

1. Plot the Point
2. Identify the Quadrant

STEP 3

Alright, let's plot this point!
We've got our coordinates $(5, -1)$ .
Remember, the first number is our $x$ value, which tells us how far to go left or right.
The second number is our $y$ value, telling us how far to go up or down.

STEP 4

Our $x$ value is 5, which is positive.
So, starting from the center of the graph (the origin at $(0,0)$ ), we move 5 units to the right.

STEP 5

Next, our $y$ value is -1, which is negative.
So, from where we landed on the $x$ -axis, we move 1 unit down.
Boom! We've plotted our point at $(5, -1)$ .

STEP 6

Now, let's figure out which quadrant our point is in.
Remember, the quadrants are numbered starting from the top right and going counter-clockwise.

STEP 7

Quadrant I has positive $x$ and positive $y$ .
Quadrant II has negative $x$ and positive $y$ .
Quadrant III has negative $x$ and negative $y$ .
And finally, Quadrant IV has positive $x$ and negative $y$ .

STEP 8

Our point $(5,-1)$ has a positive $x$ value (5) and a negative $y$ value (-1).
That puts it squarely in Quadrant IV!

STEP 9

The point $(5, -1)$ is plotted in Quadrant IV.

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QuestionPlot the point $(5,-1)$ and identify the quadrant.
Click on the graph to plot a point. Click a point to delete it.

Studdy Solution

STEP 1

What is this asking? We need to draw a dot at a specific spot on a graph and figure out which of the four sections it lands in. Watch out! Don't mix up the $x$ and $y$ values!
Remember, we walk before we fly, so $x$ comes first, then $y$ .

STEP 2

1. Plot the Point
2. Identify the Quadrant

STEP 3

Alright, let's plot this point!
We've got our coordinates $(5, -1)$ .
Remember, the first number is our $x$ value, which tells us how far to go left or right.
The second number is our $y$ value, telling us how far to go up or down.

STEP 4

Our $x$ value is 5, which is positive.
So, starting from the center of the graph (the origin at $(0,0)$ ), we move 5 units to the right.

STEP 5

Next, our $y$ value is -1, which is negative.
So, from where we landed on the $x$ -axis, we move 1 unit down.
Boom! We've plotted our point at $(5, -1)$ .

STEP 6

Now, let's figure out which quadrant our point is in.
Remember, the quadrants are numbered starting from the top right and going counter-clockwise.

STEP 7

Quadrant I has positive $x$ and positive $y$ .
Quadrant II has negative $x$ and positive $y$ .
Quadrant III has negative $x$ and negative $y$ .
And finally, Quadrant IV has positive $x$ and negative $y$ .

STEP 8

Our point $(5,-1)$ has a positive $x$ value (5) and a negative $y$ value (-1).
That puts it squarely in Quadrant IV!

STEP 9

The point $(5, -1)$ is plotted in Quadrant IV.

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QuestionPlot the point (5,−1)(5,-1)(5,−1) and identify the quadrant.Click on the graph to plot a point. Click a point to delete it.

Studdy Solution

STEP 1

What is this asking? We need to draw a dot at a specific spot on a graph and figure out which of the four sections it lands in. Watch out! Don't mix up the xxx and yyy values!Remember, we walk before we fly, so xxx comes first, then yyy.

STEP 2

1. Plot the Point2. Identify the Quadrant

STEP 3

Alright, let's **plot** this point!We've got our coordinates (5,−1)(5, -1)(5,−1).Remember, the first number is our xxx value, which tells us how far to go **left or right**.The second number is our yyy value, telling us how far to go **up or down**.

STEP 4

Our xxx value is **5**, which is *positive*.So, starting from the center of the graph (the **origin** at (0,0)(0,0)(0,0)), we move **5 units to the right**.

STEP 5

Next, our yyy value is **-1**, which is *negative*.So, from where we landed on the xxx-axis, we move **1 unit down**.Boom! We've plotted our point at (5,−1)(5, -1)(5,−1).

STEP 6

Now, let's figure out which **quadrant** our point is in.Remember, the quadrants are numbered starting from the top right and going counter-clockwise.

STEP 7

Quadrant I has *positive* xxx and *positive* yyy.Quadrant II has *negative* xxx and *positive* yyy.Quadrant III has *negative* xxx and *negative* yyy.And finally, Quadrant IV has *positive* xxx and *negative* yyy.

STEP 8

Our point (5,−1)(5,-1)(5,−1) has a *positive* xxx value (**5**) and a *negative* yyy value (**-1**).That puts it squarely in **Quadrant IV**!

STEP 9

The point (5,−1)(5, -1)(5,−1) is plotted in **Quadrant IV**.

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Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

QuestionPlot the point $(5,-1)$ and identify the quadrant.
Click on the graph to plot a point. Click a point to delete it.

What is this asking? We need to draw a dot at a specific spot on a graph and figure out which of the four sections it lands in. Watch out! Don't mix up the $x$ and $y$ values!
Remember, we walk before we fly, so $x$ comes first, then $y$ .

1. Plot the Point
2. Identify the Quadrant

Alright, let's plot this point!
We've got our coordinates $(5, -1)$ .
Remember, the first number is our $x$ value, which tells us how far to go left or right.
The second number is our $y$ value, telling us how far to go up or down.

Our $x$ value is 5, which is positive.
So, starting from the center of the graph (the origin at $(0,0)$ ), we move 5 units to the right.

Next, our $y$ value is -1, which is negative.
So, from where we landed on the $x$ -axis, we move 1 unit down.
Boom! We've plotted our point at $(5, -1)$ .

Now, let's figure out which quadrant our point is in.
Remember, the quadrants are numbered starting from the top right and going counter-clockwise.

Quadrant I has positive $x$ and positive $y$ .
Quadrant II has negative $x$ and positive $y$ .
Quadrant III has negative $x$ and negative $y$ .
And finally, Quadrant IV has positive $x$ and negative $y$ .

Our point $(5,-1)$ has a positive $x$ value (5) and a negative $y$ value (-1).
That puts it squarely in Quadrant IV!

The point $(5, -1)$ is plotted in Quadrant IV.