SOLUTION: Vet clinic brought in 75 dogs for treatment. 40 had fleas, 27 had ticks and 14 had both ticks and fleas. How many had fleas but not ticks? How many had ticks but not fleas? How man
Algebra ->
Percentage-and-ratio-word-problems
-> SOLUTION: Vet clinic brought in 75 dogs for treatment. 40 had fleas, 27 had ticks and 14 had both ticks and fleas. How many had fleas but not ticks? How many had ticks but not fleas? How man
Log On
Question 161862: Vet clinic brought in 75 dogs for treatment. 40 had fleas, 27 had ticks and 14 had both ticks and fleas. How many had fleas but not ticks? How many had ticks but not fleas? How many dogs had neither ticks nor fleas? Answer by edjones(8007) (Show Source):
You can put this solution on YOUR website! 40f
27t
14ft these are included in each of the categories above.
.
40-14=26 had fleas but not ticks.
27-14=13 had ticks but not fleas.
75-40-27=8 had neither ticks nor fleas.
.
Ed
