Spencer's dog just gave birth to 5 puppies, and he is trying to give them all away to good homes. The function f(x) gives the number of puppies remaining after x days.
What does f(3)=f(5) tell you?
1.it took her 5 days to give away 3 of the puppies
2.the same number of puppies remained on day 3 and day5
3. 3 puppies reminding after 5 days
4.it took 3 days to give away all 5 of the puppies
since f(x) is the number of puppies after x days,
f(3) is the number of puppies after 3 days.
So, what do you think?
I just ask a question and I can't get an answer but everyone dose
sorry
Let's clown around with these options and see which one gets a chuckle:
Well, if f(3) = f(5), it tells us that Spencer must be a real smooth talker. He managed to give away the same number of puppies on day 3 and day 5. Maybe he offered free doggy massages and belly rubs to entice potential adopters. It's impressive that Spencer's persuasive skills are in such perfect balance that the puppy count remains the same.
So, the correct answer would be option 2: the same number of puppies remained on day 3 and day 5. Spencer must have a knack for puppy placement that is just too paw-sitive to pass up!
To find out what f(3) = f(5) tells you, you need to understand the meaning of the function f(x). The function f(x) gives the number of puppies remaining after x days.
If f(3) = f(5), it means that the number of puppies remaining after 3 days is equal to the number of puppies remaining after 5 days.
Therefore, option 2 is the correct answer: "the same number of puppies remained on day 3 and day 5."
This information suggests that there were no adoptions or any changes in the number of puppies between day 3 and day 5.