Math, asked by ankitchaudhary1907, 1 day ago

2. In a test (+5) marks are given for
every correct answer and (-2) marks
are given for every incorrect answer.
(i) Neha answered all the questions
and scored 30 marks though she got
10 correct answers.
(ii) Ajay also answered all th
questions and scored (-12) marks
though he got 4 correct answers.
How many incorrect answers had
they attempted​

Answers

Answered by harsh17626
3

Step-by-step explanation:

1st

neha answered 10 correct answers

marks she got by correct answers = 5×10 = 50

total marrks she got = 30

50 - 30 = 20

20 marks deducted if for 1 wrong answer 2 marks deducted

so total incorrect answers = 20/2 = 10

2nd

marks he got by correct answers = 5×4= 20

total marks he got -12

20-(-12) = marks deducted

32 marks deducted

no of incorrect answers = 32/2 = 16

Answered by TheUntrustworthy
14

Given:

Marks given for every correct answer = 5

Marks deducted for every wrong answer = 2

Question:

(i) Neha answered all the questions and scored 30 marks though she got 10 correct

answers.

How many incorrect answers had she attempted?

Solution:

Correct answers = 10

Total marks scored = 30

If, marks scored for correct answers = 10×5 = 50

then 20 marks is lost for wrong answer.

So, 20/2 = 10, Therefore she gave 10 answers wrong.

Total questions answered by Neha = 10 + 10 = 20

Therefore,

Incorrect answers attempted by Neha = 10

Question:

(ii) Ajay also answered all the questions and scored (-12) marks though he got 4 correct

answers.

How many incorrect answers had he attempted?

Solution:

Correct answers = 4

Total marks scored = -12

If, marks scored for correct answers = 4×5 = 20

then 32 marks is lost for wrong answer.

So, 32/2 = 16, Therefore he gave 16 answers wrong.

Total questions answered by Neha = 4 + 16 = 20

Therefore,

Incorrect answers attempted by Ajay = 16

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