Respuesta :
x = weight of the baby.
y = weight of the doctor.
z = weight of the nurse.
x + y = 78 so y = 78 - x
x + z = 69 so z = 69 - x
x + y + z = 142
substitute y = 78 - x and z = 69 - x into x + y + z = 142
x + y + z = 142
x +78 - x + 69 - x = 142
-x + 147 = 142
-x = - 5
x = 5
answer
the weight of the baby was 5 kg
y = weight of the doctor.
z = weight of the nurse.
x + y = 78 so y = 78 - x
x + z = 69 so z = 69 - x
x + y + z = 142
substitute y = 78 - x and z = 69 - x into x + y + z = 142
x + y + z = 142
x +78 - x + 69 - x = 142
-x + 147 = 142
-x = - 5
x = 5
answer
the weight of the baby was 5 kg
Let the weight of the baby be B
weight of the Nurse be N
weight of the Doctor be D
Now if we fit those into equations we have:
1. B+D= 78
2. B+N= 69
3. B+D+N= 142
Now take 1 and 3:
B+D= 78 so substitute 78 in the thrid equation were B+D is
78+N= 142 ( what plus 78 will get you 142)
78+64= 142
The nurse's weight is 64 kg
Now that we have the nurses weight. You take the combined weight of the baby and nurse and subtract 64
The baby weighs 5kg
now take the doctors and babies combine weight and subtract 4
The Doctor weighs 73 kg
ANSWER:
The baby weighs 5kg, the nurse weighs 64, and the doctor weighs 74.
Sorry for the long answer but hope this helps.
weight of the Nurse be N
weight of the Doctor be D
Now if we fit those into equations we have:
1. B+D= 78
2. B+N= 69
3. B+D+N= 142
Now take 1 and 3:
B+D= 78 so substitute 78 in the thrid equation were B+D is
78+N= 142 ( what plus 78 will get you 142)
78+64= 142
The nurse's weight is 64 kg
Now that we have the nurses weight. You take the combined weight of the baby and nurse and subtract 64
The baby weighs 5kg
now take the doctors and babies combine weight and subtract 4
The Doctor weighs 73 kg
ANSWER:
The baby weighs 5kg, the nurse weighs 64, and the doctor weighs 74.
Sorry for the long answer but hope this helps.