Question

a student scores 64% marks in 6 papers of 150 marks each. He score 25% of his total obtained marks in Hindi and English together. How much is his total score for both these papers​

Answer 1

Answer:

144

Step-by-step explanation

= 6 x 64/100 x 150 = 576 Marks obtained in Hindi and English = 25% of 576 = 576 x 25/100= 144

Answer 2

Solution:

✒ Theory : In this Queries , It is given that A student scores 64% marks in 6 papers of 150 marks each. He scores 25% of his total obtained marks in Hindi and English together.

✒ Given :

✏ Total Number 0f Subject = 6

✏ Total Marks of each Subject =150

✒ To Find : Total Number Got by Student ?

✏ Total Marks Got By Student in all Subjects = 150 × 6

✏ Total Marks Got By Student in all Subjects = 900

✒ Now, According to the Question;

✏ Total Percentage Got By Student = 64%

✏ Marks Got By Student = 64% of total Marks

✏Marks Got By Student in all Subjects = 64/100 × 900

✏Marks Got By Student in all Subjects = 64 × 9

✏Marks Got By Student in all Subjects = 576

Given : He scores 25% of his total obtained marks in Hindi and English together.

✒ To Find : How many Marks Get by Student in subject of English and Hindi

✏ Marks obtained by Student in two Subject = 25% of total Number

✏ Marks obtained by Student in two Subject = 25/100 × 576

✏Marks obtained by Student in two Subject =1/ 4 × 576

✏ Marks obtained by Student in two Subject = 144.

{ Hence, 144 is his total score for both these papers. }