in the exam the sum of the score of a and b is 120 that of B and C 130 and a that of c and is 140 then the score of c is
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Hello here is your answer by Sujeet yaduvanshi ☝☝☝☝☝☝☝☝☝☝☝
Solution:-The sum of the scores of A and B = 120
The sum of the scores of B and C = 130
The sum of the scores C and A = 140
Then, the sum of the scores of A, B and C = (120 + 130 + 140)/2
= 390/2
= 195
The scores of C = The scores of A, B and C – the scores of A and B
= 195 – 120
= 75
Then, the scores of C 75.
Solution:-The sum of the scores of A and B = 120
The sum of the scores of B and C = 130
The sum of the scores C and A = 140
Then, the sum of the scores of A, B and C = (120 + 130 + 140)/2
= 390/2
= 195
The scores of C = The scores of A, B and C – the scores of A and B
= 195 – 120
= 75
Then, the scores of C 75.
Answered by
4
a+b=120
b+c=130
a+c=140
in eq2
b=130-c
substitute above equation in eq1
a+130-c=120
in eq3
a=140-c
substituting above equation in previous equation
140-c+130-c=120
2c=150
c=75
b+c=130
a+c=140
in eq2
b=130-c
substitute above equation in eq1
a+130-c=120
in eq3
a=140-c
substituting above equation in previous equation
140-c+130-c=120
2c=150
c=75
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