Taney obtained 98 marks in a mathematics test. His score is the highest in the class and it is also 8 more than three times the lowest score. Frame the equation and find the lowest score.(Take the lowest score to be x)
Answers
Answered by
0
Answer:
Step-by-step explanation:
Taney obtained 98 marks in a mathematics test. His score is the highest in the class and it is also 8 more than three times the lowest score. Let the lowest score be x. Then Taney’s score = 8 + 3(x). Where Taney’s score = 98 (given). So, 3x +8 = 98. Solving for x gives x=30. Therefore, the lowest score is 30
Similar questions