QuestionWhat does $1+x$ represent in the markup price expression $937(1+x)$ for a computer?

Studdy Solution

STEP 1

Assumptions1. The base price of the computer is $937. The markup price of the computer is given by the expression$ 937(1+x) $3.$ x$ represents the percent of the markup written in decimal form

STEP 2

The expression $937(1+x)$ is a multiplication of the base price $937$ and $(1+x)$ .

STEP 3

In the expression $937(1+x)$ , $1+x$ represents the factor by which the base price is increased to get the markup price.

STEP 4

The number $1$ in $1+x$ represents the original price of the computer (in terms of the base price).

STEP 5

The variable $x$ in $1+x$ represents the markup on the base price in decimal form.

STEP 6

Therefore, $1+x$ represents the original price plus the markup, or in other words, it represents the total price of the computer as a proportion of the base price.
So, $1+x$ represents the proportion of the base price that the markup price is. If $x$ was0, the markup price would be the same as the base price. If $x$ was0.2, the markup price would be120% of the base price, and so on.

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QuestionWhat does $1+x$ represent in the markup price expression $937(1+x)$ for a computer?

Studdy Solution

STEP 1

Assumptions1. The base price of the computer is $937. The markup price of the computer is given by the expression$ 937(1+x) $3.$ x$ represents the percent of the markup written in decimal form

STEP 2

The expression $937(1+x)$ is a multiplication of the base price $937$ and $(1+x)$ .

STEP 3

In the expression $937(1+x)$ , $1+x$ represents the factor by which the base price is increased to get the markup price.

STEP 4

The number $1$ in $1+x$ represents the original price of the computer (in terms of the base price).

STEP 5

The variable $x$ in $1+x$ represents the markup on the base price in decimal form.

STEP 6

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QuestionWhat does 1+x1+x1+x represent in the markup price expression 937(1+x)937(1+x)937(1+x) for a computer?

Studdy Solution

STEP 1

Assumptions1. The base price of the computer is 937.Themarkuppriceofthecomputerisgivenbytheexpression937. The markup price of the computer is given by the expression 937.Themarkuppriceofthecomputerisgivenbytheexpression937(1+x)3.3. 3.x$ represents the percent of the markup written in decimal form

STEP 2

The expression 937(1+x)937(1+x)937(1+x) is a multiplication of the base price 937937937 and (1+x)(1+x)(1+x).

STEP 3

In the expression 937(1+x)937(1+x)937(1+x), 1+x1+x1+x represents the factor by which the base price is increased to get the markup price.

STEP 4

The number 111 in 1+x1+x1+x represents the original price of the computer (in terms of the base price).

STEP 5

The variable xxx in 1+x1+x1+x represents the markup on the base price in decimal form.

STEP 6

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QuestionWhat does $1+x$ represent in the markup price expression $937(1+x)$ for a computer?

Assumptions1. The base price of the computer is $937. The markup price of the computer is given by the expression$ 937(1+x) $3.$ x$ represents the percent of the markup written in decimal form

The expression $937(1+x)$ is a multiplication of the base price $937$ and $(1+x)$ .

In the expression $937(1+x)$ , $1+x$ represents the factor by which the base price is increased to get the markup price.

The number $1$ in $1+x$ represents the original price of the computer (in terms of the base price).

The variable $x$ in $1+x$ represents the markup on the base price in decimal form.