A problem states: 'there are 2 more horses than cows in a field. there are 16 animals in the field in all. how many horses are the

Question

A problem states: 'there are 2 more horses than cows in a field. there are 16 animals in the field in all. how many horses are there in the field?' let c represent the number of cows. which equation represents the situation? 2(c 2)=16 2 left parenthesis c plus 2 right parenthesis equals 16 2c 2 = 16 2, c, 2 = 16 2c−2=16 2 c minus 2 equals 16 c 2 = 16

bonexptip · Answer

The  equation  that represents the  given situation  of  horses  and  cows  will be 2c + 2 = 16.    We have,  A statement that there are 2 more  horses  than  cows  in a field.  And,  Total animals in the field = 16,  So,  According to the question,  Let,   Number of cows  = c, and  Number of horses  = h,  So,  As mentioned in the statement above,  We get,   Number of horses  = 2 +  Number of cows ,  i.e.  h = 2 + c     ..... (i)  And,  Total animals in the field = 16,  i.e.  h + c = 16     ..... (ii),  Now,  From  equation  (i), taking value of h and putting in  equation  (ii),  We get,  2 + c + c = 16  i.e.  2 + 2c = 16,  So,  The  equation  that represents the  given situation  is 2 + 2c = 16.    Hence we can say that the  equation  that represents the given situation of  horses  and  cows  will be 2c + 2 = 16.    Learn more about  equation  here   https://brainly.com/question/10413253    #SPJ4

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