In baseball, batting average is calculated by using the number of hits divided by the number of at bats. If a baseball player has a batting average of .275 and has 80 at bats, how many hits has he made? Which property will you apply to find the solution? (1 point) Responses x = 22 hits; Multiplication Property of Equality x = 22 hits; Multiplication Property of Equality x = 22 hits; Division Property of Equality
x = 22 hits; Division Property of Equality
To find the number of hits that the baseball player has made, we can use the formula for batting average: batting average = number of hits / number of at bats.
Given that the batting average is .275 and the number of at bats is 80, we can set up the equation as:
.275 = number of hits / 80
To solve for the number of hits, we need to multiply both sides of the equation by 80:
80 * .275 = number of hits
This simplifies to:
22 = number of hits
Therefore, the baseball player has made 22 hits.
The correct response is: x = 22 hits; Multiplication Property of Equality
To find the number of hits made by the baseball player, we can use the given information that the batting average is .275 and he has 80 at bats.
The formula to calculate batting average is hits divided by at bats. Let's express this formula in an equation:
Batting average = hits / at bats
Given that the batting average is .275 and the number of at bats is 80, we can substitute these values into the equation:
.275 = hits / 80
To solve for hits, we need to isolate the variable by multiplying both sides of the equation by 80:
.275 * 80 = hits
This simplifies to:
22 = hits
Therefore, the baseball player has made 22 hits.
The property applied to find this solution is the division property of equality.