QuestionChee's taxi cost is $y=1.3x+5$ . What does $y$ mean when $x=1$ ?

Studdy Solution

STEP 1

Assumptions1. The equation $y=1.3x+5$ represents the total cost of the taxi ride. . $y$ represents the total cost in dollars.
3. $x$ represents the number of miles traveled.
4. The flat charge to order the taxi is $5.<br />5. The cost per mile is$ 1.3.

STEP 2

We are asked to find the meaning of the $y$ -value when $x=1$ . This means we need to substitute $x=1$ into the equation and solve for $y$ .
$y =1. \times1 +5$

STEP 3

Calculate the value of $y$ .
$y =1.3 \times1 +5 =1.3 +5 =6.3$

STEP 4

Interpret the meaning of the $y$ -value. The $y$ -value represents the total cost in dollars. Therefore, when $x=1$ , the $y$ -value of $6.3 represents the total cost for a1 mile taxi ride, including the flat charge to order the taxi.
The meaning of the $y$ -value when $x=1$ is the total charge for1 mile.

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