To find out how many birds the population grew by each year, we need to divide the total increase in population (1,050 birds) by the number of years (15 years).
1050 birds / 15 years = <<1050/15=70>>70 birds
So the bird population grew by 70 birds each year.
The bird population in an area increased by 1,050 birds in 15 years. How many birds did the population grow by each year?
13 answers
What is the unit price for one towel if 6 towels cost $32.52?
To find the unit price for one towel, we need to divide the total cost of the towels by the number of towels.
$32.52 cost for 6 towels / 6 towels = $<<32.52/6=5.42>>5.42 per towel
The unit price for one towel is $5.42.
$32.52 cost for 6 towels / 6 towels = $<<32.52/6=5.42>>5.42 per towel
The unit price for one towel is $5.42.
What is the unit price for one Paper Mate Flair Pen if 36 pens cost $42.12?
To find the unit price for one Paper Mate Flair Pen, we need to divide the total cost of the pens by the number of pens.
$42.12 cost for 36 pens / 36 pens = $<<42.12/36=1.17>>1.17 per pen
The unit price for one Paper Mate Flair Pen is $1.17.
$42.12 cost for 36 pens / 36 pens = $<<42.12/36=1.17>>1.17 per pen
The unit price for one Paper Mate Flair Pen is $1.17.
Mr. Anderson drove 420 miles on 27 gallons of gas. Find the mileage per gallon for Mr. Anderson.
To find the mileage per gallon for Mr. Anderson, we need to divide the total number of miles driven (420 miles) by the total number of gallons of gas used (27 gallons).
420 miles / 27 gallons = 15.56 miles per gallon
Therefore, Mr. Anderson's mileage per gallon is approximately 15.56 miles per gallon.
420 miles / 27 gallons = 15.56 miles per gallon
Therefore, Mr. Anderson's mileage per gallon is approximately 15.56 miles per gallon.
Mr. Gladden drove 450 miles on 30 gallons of gas. Find the mileage per gallon for Mr. Gladden.
To find the mileage per gallon for Mr. Gladden, we need to divide the total number of miles driven (450 miles) by the total number of gallons of gas used (30 gallons).
450 miles / 30 gallons = 15 miles per gallon
Therefore, Mr. Gladden's mileage per gallon is 15 miles per gallon.
450 miles / 30 gallons = 15 miles per gallon
Therefore, Mr. Gladden's mileage per gallon is 15 miles per gallon.
Mr. Anderson drove 420 miles on 27 gallons of gas. Mr. Gladden drove 450 miles on 30 gallons of gas. Which car is getting the better mileage per gallon?
To compare the mileage per gallon between Mr. Anderson and Mr. Gladden, we can simply compare their respective values.
Mr. Anderson's mileage per gallon: 15.56 miles per gallon
Mr. Gladden's mileage per gallon: 15 miles per gallon
Comparing these values, we can see that Mr. Anderson's car is getting better mileage per gallon with 15.56 miles per gallon, compared to Mr. Gladden's car with 15 miles per gallon.
Mr. Anderson's mileage per gallon: 15.56 miles per gallon
Mr. Gladden's mileage per gallon: 15 miles per gallon
Comparing these values, we can see that Mr. Anderson's car is getting better mileage per gallon with 15.56 miles per gallon, compared to Mr. Gladden's car with 15 miles per gallon.
The tables show the prices of model cars at two different stores. Which statement about the prices shown is true?
Apologies, but I'll need more context or information to properly analyze and compare the prices of model cars at different stores. Could you please provide the tables or at least some details about the prices shown?
1 answer