Question

In an examination, the maximum marks are 900. A student gets 33%of maximum marks and fails by 45 marks. What is the passing marks? Also, find the pass percentage.

Answer 1

as given total marks -- 900
student get only 33% marks

first
900×33/100=297
its means person gets 297 marks which is the 33% of 900

where 45 marks marks extra require to students means as
297+45=342.

passing marks require =342

passing marks % =( 342÷900)100 =38.

ok friends.

Answer 2

Answer:

The passing marks is 342 and passing percentage is 38%.

Step-by-step explanation:

Let the passing marks be x

A student gets 33%of maximum marks and fails by 45 marks

So, Passing marks $x = 33\% \times 900 +45$

Passing marks $x = \frac{33}{100} \times 900 +45$

Passing marks $x =297 +45$

Passing marks $x =342$

Passing percentage = $\frac{\text{Passing marks}}{\text{Maximum marks}} \times 100$

Passing percentage = $\frac{342}{900} \times 100$

Passing percentage = $38\%$

Hence the passing marks is 342 and passing percentage is 38%.