Math / Numbers & Operations

Question1,950 is $195 \%$ of what number?

Studdy Solution

STEP 1

1. We are given that $1950$ is $195\%$ of a certain number.
2. We need to find that unknown number.

STEP 2

1. Define the variable.
2. Set up the equation.
3. Solve the equation for the unknown number.

STEP 3

Let $x$ be the unknown number that $1950$ is $195\%$ of.

STEP 4

Set up the equation based on the percentage relationship.
Since $1950$ is $195\%$ of $x$ , we can write:
$1950 = 1.95 \times x$

STEP 5

Solve the equation for $x$ .
Divide both sides by $1.95$ to isolate $x$ :
$x = \frac{1950}{1.95}$

STEP 6

Calculate the value of $x$ :
$x = \frac{1950}{1.95} = 1000$
The number that $1950$ is $195\%$ of is:
$\boxed{1000}$

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Question1,950 is $195 \%$ of what number?

Studdy Solution

STEP 1

1. We are given that $1950$ is $195\%$ of a certain number.
2. We need to find that unknown number.

STEP 2

1. Define the variable.
2. Set up the equation.
3. Solve the equation for the unknown number.

STEP 3

Let $x$ be the unknown number that $1950$ is $195\%$ of.

STEP 4

Set up the equation based on the percentage relationship.
Since $1950$ is $195\%$ of $x$ , we can write:
$1950 = 1.95 \times x$

STEP 5

Solve the equation for $x$ .
Divide both sides by $1.95$ to isolate $x$ :
$x = \frac{1950}{1.95}$

STEP 6

Calculate the value of $x$ :
$x = \frac{1950}{1.95} = 1000$
The number that $1950$ is $195\%$ of is:
$\boxed{1000}$

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Question1,950 is 195%195 \%195% of what number?

Studdy Solution

STEP 1

1. We are given that 1950 1950 1950 is 195% 195\% 195% of a certain number.2. We need to find that unknown number.

STEP 2

1. Define the variable.2. Set up the equation.3. Solve the equation for the unknown number.

STEP 3

Let x x x be the unknown number that 1950 1950 1950 is 195% 195\% 195% of.

STEP 4

Set up the equation based on the percentage relationship.Since 1950 1950 1950 is 195% 195\% 195% of x x x, we can write:1950=1.95×x 1950 = 1.95 \times x 1950=1.95×x

STEP 5

Solve the equation for x x x.Divide both sides by 1.95 1.95 1.95 to isolate x x x:x=19501.95 x = \frac{1950}{1.95} x=1.951950​

STEP 6

Calculate the value of x x x:x=19501.95=1000 x = \frac{1950}{1.95} = 1000 x=1.951950​=1000 The number that 1950 1950 1950 is 195% 195\% 195% of is:1000\boxed{1000}1000​

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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.

Question1,950 is $195 \%$ of what number?

1. We are given that $1950$ is $195\%$ of a certain number.
2. We need to find that unknown number.

1. Define the variable.
2. Set up the equation.
3. Solve the equation for the unknown number.

Let $x$ be the unknown number that $1950$ is $195\%$ of.

Set up the equation based on the percentage relationship.
Since $1950$ is $195\%$ of $x$ , we can write:
$1950 = 1.95 \times x$

Solve the equation for $x$ .
Divide both sides by $1.95$ to isolate $x$ :
$x = \frac{1950}{1.95}$

Calculate the value of $x$ :
$x = \frac{1950}{1.95} = 1000$
The number that $1950$ is $195\%$ of is:
$\boxed{1000}$