anonymous
  • anonymous
cell phone call costs $0.07 per minute for the first 25 minutes and $0.10 per minute for each additional minute.how much would a 47 minute call cost
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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anonymous
  • anonymous
47 minutes is broken down into 25 minutes + (47-25=22)minutes. The first 25 are charged at 7c/min for a total of 7 x 25 = 175c The next 22 minutes are charged at 10c/min for a total of 10 x 22 = 220c The total cost is therefore, (175 + 220)c = 395c which is $3.95
anonymous
  • anonymous
0.07*25+0.10*(47-25)=1.75+2.2=3.95
anonymous
  • anonymous
Peter is distributing pamphlets about dog care and samples of dog biscuits.The dog biscuits come in packages of 12 and the pamphlets are in paackages of 20.What is the smallest number of samples and pamphlets he needs to distribute without having any left over? How many packages of dog biscuits and pamphlets will peter need?

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anonymous
  • anonymous
Let the number of dog biscuit packages be D and the number of pamphlet packages, P. The number of dog biscuits distributed will then be 12D (12 biscuits per package times the number of packages) and the number of pamphlets will be 20P by similar reasoning. We want a situation where\[12D=20P\]since that means the number of dog biscuits distributed will equal the number of pamphlets. We can simplify that expression as\[3D=5P\]after dividing by a common factor of 4.
anonymous
  • anonymous
Well, if D=5 and P=3, the equation will be equal.
anonymous
  • anonymous
Also, for all integers D less than 5, we cannot find an integer for P that will make the statement true, so D=5 is the minimum we can have, and therefore, P=3 the minimum for pamphlet packages.
anonymous
  • anonymous
5 dog biscuit packages; 3 pamphlet packages.
anonymous
  • anonymous
How many packages of d and p will peter need though?
anonymous
  • anonymous
^^
anonymous
  • anonymous
2
anonymous
  • anonymous
No...I wrote it out...5 dog biscuit packages and 3 pamphlet packages.
anonymous
  • anonymous
so 5 packages of dog biscuits and 3 packages of pamphlet packages?
anonymous
  • anonymous
Yes...
anonymous
  • anonymous
what is the smallest number of samples and pamphlets he needs to distribute without having any left over??????????
anonymous
  • anonymous
He has to use 5 dog biscuit samples (each has 12 biscuits, which will mean he'll get through 60 biscuits) and 3 pamphlet packages (each has 20 pamphlets, which will mean he'll get through 60 pamphlets). 60 biscuits, 60 pamphlets = no waste.
anonymous
  • anonymous
I dont understand????? Im confusedd
anonymous
  • anonymous
Peter is distributing pamphlets about dog care and samples of dog biscuits.The dog biscuits come in packages of 12 and the pamphlets are in paackages of 20.What is the smallest number of samples and pamphlets he needs to distribute without having any left over? A:60 How many packages of dog biscuits and pamphlets will peter need? A: D=5, P=3.
anonymous
  • anonymous
Thers a: And B: the a question is what is the smallest number of samples and pamphlets he needs to distribute without having any left over?????????? And the b problem is How many packages of dog biscuits and pamphlets will peter need?
anonymous
  • anonymous
So can you write like a:=..... And b = ...........
anonymous
  • anonymous
a) 60 b) 5 packages of dog biscuits, 3 packages of pamphlets.
anonymous
  • anonymous
Ok thank you verryyyy much
anonymous
  • anonymous
Okay, kenzielolo...you should become a fan after that!
anonymous
  • anonymous
I will Thank you sorry i just did not understand it ? :)
anonymous
  • anonymous
You don't have to apologize for not understanding something. That's why you came here :)
anonymous
  • anonymous
yupp!!
anonymous
  • anonymous
You should read through the explanation and try to learn it :)
anonymous
  • anonymous
I struggle in math!
anonymous
  • anonymous
But thank You soo Much!!
anonymous
  • anonymous
For helping Me!
anonymous
  • anonymous
It's no problem. You a fan yet..? ;p
anonymous
  • anonymous
:D
anonymous
  • anonymous
Thanks.
anonymous
  • anonymous
welcomee
anonymous
  • anonymous
Don't give up on math, even if it's hard...and come back if you need more help. Bye :)
anonymous
  • anonymous
bye

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