Ok, so if you have a 71 going into the exam that means that your 71 accounts for 60% of your grade. Set up your equation like this:
71(0.6) + x(0.4) = 65
Solve for x and you have your required grade
In this case, the grade you need to maintain a 65 is a 56.
Hope this helps
Since there is no overall target given, it is not possible to answer the question precisely. However, x% in the final exam will give an overall percentage of 0.65*x + 28.75 percent.
You need at least a 75% on your exam.
If all three tests are worth the same amount of the final grade,then your average is 83.3 percent.We hope it's not in Math.
Going by melt value alone, one is currently worth about $6.
your mark would be 56.10%
Since there is no overall target given, it is not possible to answer the question precisely. However, x% in the final exam will give an overall percentage of 0.65*x + 28.75 percent.
You need at least a 75% on your exam.
If all three tests are worth the same amount of the final grade,then your average is 83.3 percent.We hope it's not in Math.
It depends on your overall grade. Just from the question it sounds as if you are not doing too well in the class. Think of a higher grade than just a passing one and you are more apt to pass the test.
40 to 44% of 40 = 16 to 17.6so out of 100 you currently have between 16 and 18 marks(if you round up from 0.5)
Going by melt value alone, one is currently worth about $6.
your mark would be 56.10%
Olu maintain is worth $1.1 million.
If you have a 59.91% in the class and you ace the test, which is worth 10% of your overall grade, your test score will contribute positively to your overall grade. Assuming you score 100% on the test, the calculation would be: Overall Grade = (0.90 * 59.91) + (0.10 * 100) = 53.919 + 10 = 63.919%. Therefore, your new grade would be approximately 63.92%.
The mark you now have, 68, is worth 47.6 of your final mark (70% of 68 = 47.6).
85% of your grade is a 68 and 15% is zero. 0.85 x 68 + 0.15 x 0 = 58, your final grade.
60% of 30 is 18 (0.6 x 30), so you go into the exam with 18 points. A perfect score on the exam would result in an overall grade of 83% (70 + 18).