Math / Algebra

QuestionComplete the equation for this model. $\square$ $\square$ $\square$ Submit Work it out Not feeling ready yet? These can help:

Studdy Solution

STEP 1

What is this asking? We need to find the equation that represents the jump shown on the number line! Watch out! Make sure you're moving in the right direction!
A jump to the right means we're adding, and a jump to the left means we're subtracting.

STEP 2

1. Find the starting point.
2. Find the jump size.
3. Find the landing point.
4. Write the equation.

STEP 3

Where does the arrow begin?
It starts at $-28$ , so that's our starting point!

STEP 4

Let's count how many spaces the arrow jumps forward.
One, two, three, four!
The arrow moves four spaces to the right.
Since we are moving to the right, we are adding.
So our jump size is $4$ .

STEP 5

Where does the arrow land?
It lands on $-24$ , so that's our landing point!

STEP 6

Our equation will look like this: $\text{Starting Point} + \text{Jump Size} = \text{Landing Point}$

STEP 7

We know the starting point is $-28$ , the jump size is $4$ , and the landing point is $-24$ .
Let's plug those values into our equation: $-28 + 4 = -24$

STEP 8

$-28 + 4 = -24$

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QuestionComplete the equation for this model. $\square$ $\square$ $\square$ Submit Work it out Not feeling ready yet? These can help:

Studdy Solution

STEP 1

What is this asking? We need to find the equation that represents the jump shown on the number line! Watch out! Make sure you're moving in the right direction!
A jump to the right means we're adding, and a jump to the left means we're subtracting.

STEP 2

1. Find the starting point.
2. Find the jump size.
3. Find the landing point.
4. Write the equation.

STEP 3

Where does the arrow begin?
It starts at $-28$ , so that's our starting point!

STEP 4

Let's count how many spaces the arrow jumps forward.
One, two, three, four!
The arrow moves four spaces to the right.
Since we are moving to the right, we are adding.
So our jump size is $4$ .

STEP 5

Where does the arrow land?
It lands on $-24$ , so that's our landing point!

STEP 6

Our equation will look like this: $\text{Starting Point} + \text{Jump Size} = \text{Landing Point}$

STEP 7

We know the starting point is $-28$ , the jump size is $4$ , and the landing point is $-24$ .
Let's plug those values into our equation: $-28 + 4 = -24$

STEP 8

$-28 + 4 = -24$

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QuestionComplete the equation for this model. □\square□ □\square□ □\square□ Submit Work it out Not feeling ready yet? These can help:

Studdy Solution

STEP 1

What is this asking? We need to find the equation that represents the jump shown on the number line! Watch out! Make sure you're moving in the right direction!A jump to the *right* means we're *adding*, and a jump to the *left* means we're *subtracting*.

STEP 2

1. Find the starting point.2. Find the jump size.3. Find the landing point.4. Write the equation.

STEP 3

Where does the arrow *begin*?It starts at −28-28−28, so that's our **starting point**!

STEP 4

Let's count how many spaces the arrow jumps forward.One, two, three, four!The arrow moves **four** spaces to the *right*.Since we are moving to the *right*, we are adding.So our **jump size** is 444.

STEP 5

Where does the arrow *land*?It lands on −24-24−24, so that's our **landing point**!

STEP 6

Our equation will look like this: Starting Point+Jump Size=Landing Point\text{Starting Point} + \text{Jump Size} = \text{Landing Point}Starting Point+Jump Size=Landing Point

STEP 7

We know the **starting point** is −28-28−28, the **jump size** is 444, and the **landing point** is −24-24−24.Let's plug those values into our equation: −28+4=−24-28 + 4 = -24−28+4=−24

STEP 8

−28+4=−24-28 + 4 = -24−28+4=−24

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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.

QuestionComplete the equation for this model. $\square$ $\square$ $\square$ Submit Work it out Not feeling ready yet? These can help:

What is this asking? We need to find the equation that represents the jump shown on the number line! Watch out! Make sure you're moving in the right direction!
A jump to the right means we're adding, and a jump to the left means we're subtracting.

1. Find the starting point.
2. Find the jump size.
3. Find the landing point.
4. Write the equation.

Where does the arrow begin?
It starts at $-28$ , so that's our starting point!

Let's count how many spaces the arrow jumps forward.
One, two, three, four!
The arrow moves four spaces to the right.
Since we are moving to the right, we are adding.
So our jump size is $4$ .

Where does the arrow land?
It lands on $-24$ , so that's our landing point!

Our equation will look like this: $\text{Starting Point} + \text{Jump Size} = \text{Landing Point}$

We know the starting point is $-28$ , the jump size is $4$ , and the landing point is $-24$ .
Let's plug those values into our equation: $-28 + 4 = -24$

$-28 + 4 = -24$