f.1-f.2maths...[plz help]
In a multiple-choice test, there are 24 questions. For each question, 4 marks are given for a correct answer, 3 marks are deducted for an incorrect answer and 2 marks are deducted for an no answer. John attempts 18 questions, and only answers 9 questions correctly. Find his final score.
回答 (7)
John"s final score
=4(18-9) + (-3)x9 + (-2)(24-18)
=4x9 + (-27) + (-12)
=36 - 27 - 12
=-3
=0
因為總共有24條問題,
而john答左18條,岩左9條。
即係佢答岩 9條, 答錯9條, 沒有回答6條
所以佢應得的分數係:
答對分數-答錯分數-沒有回答的分數
= 9*4 - 9*3 - 6*2
= 36-27-12
=-3
所以阿john的分數應為負三分。
參考: 自己 (本人為補習導師)
Correct one : 9 questions
Wrong one : 18 - 9 = 9 questions
No answer : 24 - 18 = 6 questions
Score from Correct answers : 9 x 4 = 36
Deduct score from wrong answers : 9 x 3 = 27
Deduct score from questions without answer : 6 x 2 = 12
Total score : 36 - 27 - 12 = -3
His final score,
(24-18)x(-2)+(18-9)x(-3)+9x4
=6x(-2)+9x(-3)+36
=(-12)+(-27)+36
=-3
therefore his score are -3
Questions that are attempted correctly=9
Marks for these 9 correct answer=9x4=36
Questions that aren't attempted=24-18=6
Marks deducted for these 6 questions=6x2=12
Questions that are attempted incorrectly=18-9=9
Marks deducted for these 9 questions=9x3=27
So, his final score=36-12-27=-3
2007-08-30 21:53:54 補充:
如果你覺得上面那2位比我答得較好,請先知會我一聲,我會自行刪除我的答案。
(9)(4) + (9)(-3) + (6)(-2) = -3
好易,唔難
2007-08-30 21:52:21 補充:
慢左,不過請多多支持
Final score = 9x4+9x(-3)+(24-18)x(-2) = 36-27-12 = -3
參考: me
收錄日期: 2021-04-13 18:12:06
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