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serverdang02
10.07.2019 •
Mathematics
Apet store has 30 animals. some are cats the rest are dogs. the cats cost $50 each. the dogs cost $100 each. if the total for all 30 animals is $1900, how many cats are there?
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Ответ:
There are 22 cats and 8 dogs.
Step-by-step explanation:
Let the cats be represented by = c
Let the dogs be represented by = d
Given, that the pet store has 30 pets.
First equation forms :
Also given, the cats cost $50 each and dogs cost $100 each and the total for all is $1900. Now second equation forms:
From equation (1) we get![c=30-d](/tpl/images/0073/2157/d3550.png)
Putting this value of c in equation 2:
=>![50d=400](/tpl/images/0073/2157/65abf.png)
=>![d=8](/tpl/images/0073/2157/4844a.png)
Now,![c+d=30](/tpl/images/0073/2157/71d26.png)
So,![c=30-8](/tpl/images/0073/2157/b665a.png)
Hence, there are 22 cats and 8 dogs.
Ответ:
follow the perpendicular conditions m1=1/m2 x1=1 y1 =1