Solved on Jan 19, 2024

A scuba diver dove $40$ feet, then $17$ more feet. Find the total depth using an equation.

STEP 1

Assumptions
1. The scuba diver initially dove 40 feet below the surface.
2. The scuba diver then dove an additional 17 feet below the initial depth.
3. We need to find the total depth of the scuba diver below the surface after both dives.

STEP 2

Let's define the variable $d$ to represent the total depth of the scuba diver below the surface after both dives.

STEP 3

We can write an equation to represent the situation. The initial dive took the diver 40 feet below the surface, and the additional dive took him 17 feet further down.
$d = 40 + 17$

STEP 4

Now, we will solve the equation to find the total depth $d$ .
$d = 40 + 17$

STEP 5

Add the two depths together to find the total depth.
$d = 57$

STEP 6

The scuba diver is now 57 feet below the surface of the water.
The solution to the equation is $d = 57$ feet.

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A scuba diver dove $40$ feet, then $17$ more feet. Find the total depth using an equation.

STEP 1

Assumptions
1. The scuba diver initially dove 40 feet below the surface.
2. The scuba diver then dove an additional 17 feet below the initial depth.
3. We need to find the total depth of the scuba diver below the surface after both dives.

STEP 2

Let's define the variable $d$ to represent the total depth of the scuba diver below the surface after both dives.

STEP 3

We can write an equation to represent the situation. The initial dive took the diver 40 feet below the surface, and the additional dive took him 17 feet further down.
$d = 40 + 17$

STEP 4

Now, we will solve the equation to find the total depth $d$ .
$d = 40 + 17$

STEP 5

Add the two depths together to find the total depth.
$d = 57$

STEP 6

The scuba diver is now 57 feet below the surface of the water.
The solution to the equation is $d = 57$ feet.

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A scuba diver dove 404040 feet, then 171717 more feet. Find the total depth using an equation.

STEP 1

Assumptions1. The scuba diver initially dove 40 feet below the surface.2. The scuba diver then dove an additional 17 feet below the initial depth.3. We need to find the total depth of the scuba diver below the surface after both dives.

STEP 2

Let's define the variable d d d to represent the total depth of the scuba diver below the surface after both dives.

STEP 3

We can write an equation to represent the situation. The initial dive took the diver 40 feet below the surface, and the additional dive took him 17 feet further down.d=40+17 d = 40 + 17 d=40+17

STEP 4

Now, we will solve the equation to find the total depth d d d.d=40+17 d = 40 + 17 d=40+17

STEP 5

Add the two depths together to find the total depth.d=57 d = 57 d=57

STEP 6

The scuba diver is now 57 feet below the surface of the water.The solution to the equation is d=57 d = 57 d=57 feet.

Start learning now

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

A scuba diver dove $40$ feet, then $17$ more feet. Find the total depth using an equation.

Assumptions
1. The scuba diver initially dove 40 feet below the surface.
2. The scuba diver then dove an additional 17 feet below the initial depth.
3. We need to find the total depth of the scuba diver below the surface after both dives.

Let's define the variable $d$ to represent the total depth of the scuba diver below the surface after both dives.

We can write an equation to represent the situation. The initial dive took the diver 40 feet below the surface, and the additional dive took him 17 feet further down.
$d = 40 + 17$

Now, we will solve the equation to find the total depth $d$ .
$d = 40 + 17$

Add the two depths together to find the total depth.
$d = 57$

The scuba diver is now 57 feet below the surface of the water.
The solution to the equation is $d = 57$ feet.