a-study-examined-the-relationship-between-tire-width-in-millimeters-and-braking-

Question

A study examined the relationship between tire width (in units of millimeters) and braking distance (in units of meters) for a set of sports cars. For a tire width of $245$ millimeters, the statistical software output produces a $95$ percent prediction interval for braking distance as $39.7$ to $49.3$ meters. What is the $95 percent sign$ prediction interval estimate for braking distance for a car with $245$ -millimeter-wide tires, and what does this interval mean?

Accepted Answer

$open paren 39.7 comma 49.3 close paren$ meters

We are $95 percent sign$ confident that a car with $245$ -millimeter-wide tires will have a braking distance between $39.7$ and $49.3$ meters.

Answer

$open paren 39.7 comma 49.3 close paren$ meters

We are $95 percent sign$ confident that a car with $245$ -millimeter-wide tires will have a braking distance between $39.7$ and $49.3$ meters.

Answer

$open paren 39.7 comma 49.3 close paren$ meters

The probability that a car with $95 percent sign$ -millimeter-wide tires will have a braking distance between $3.97$ and $4.93$ meters is $5 percent sign$ .

Answer

$open paren 39.7 comma 49.3 close paren$ meters

The probability that a car with $95 percent sign$ -millimeter-wide tires will have a braking distance between $3.97$ and $4.93$ meters is $5 percent sign$ .