Atotal of 32 students sign up for a kayaking trip. four more seniors (s) sign up than juniors (j). which system of linear equations models this situation? a) s + j = 32 4s + j = 36 b) s + j = 32 s − j = 4 c) s + j = 36 s − j = 32 d) s + j = 36 −s − j = 4

s + j = 32  , s − j = 4

Step-by-step explanation:

Answer:

Option is B) s + j = 32 & s − j = 4  models this situation

Explanation:

Given:  

Total number of students sign up for kayaking trip = 32

Total number of juniors sign up for kayaking trip = j

Total Number of seniors sign up for kayaking trip = s  

Solution:

According  to question  

s+j=32………1

s-j=4 2

From equation(2)

s=4+j

substituting the value of s in equation (1),

(4+j)+j=32

4+2j=32

2j=32-4

2j=28

j=14

So the number of juniors who sign up for kayaking trip = 14

And number of seniors who sign up for kayaking trip = 14+4=18

Now we check all the options one by one by putting the values of s and j then we will find out that the Option B satisfy the above value of s and j .

So the correct option is B.

answer: the first graph

step-by-step explanation:

b, i believe, but not sure.