A students need to score at least 30% marks to pass a test if a student get 135 marks and failed by 15 marks find the maximum marks of the test
varrxx:
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500 Answer
its 500 marks . the solution is :- pass mark percentage is 30% . no . of marks a boy got 135 marks . failed by 15 marks . that mean the pass mark is 135 + 15 = 150 marks . when 30 % is to 150 marks then % is to 500 marks . so the answer is 500
500 is the answer
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Answers
Answered by
416
Number of marks the student got = 135 .
Number of marks required = 135 + 15 = 150 .
So 30% marks = 150
Let the maximum marks be x.
30% of x = 150
x = 5 * 100 = 500
Therefore, Maximum marks of text = 500
Number of marks required = 135 + 15 = 150 .
So 30% marks = 150
Let the maximum marks be x.
30% of x = 150
x = 5 * 100 = 500
Therefore, Maximum marks of text = 500
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Answered by
266
Hi!! Friend,
Here Is Your Answer
---------------------------------
Given:-
Marks of the student=135
According to the question,
Extra 15 marks more is needed by the student to pass in the examination.
Such that the value will be 135+15=150.
Now,
Let the maximum marks of the test will be X
30% of X =150
=>(30/100)*X=150
=>(3/10)*X=150
=>X=(150*10)/3
=>X=500
Therefore, the maximum marks of the test is 500.
-------------------------------
HOPE IT WILL HELP YOU
Here Is Your Answer
---------------------------------
Given:-
Marks of the student=135
According to the question,
Extra 15 marks more is needed by the student to pass in the examination.
Such that the value will be 135+15=150.
Now,
Let the maximum marks of the test will be X
30% of X =150
=>(30/100)*X=150
=>(3/10)*X=150
=>X=(150*10)/3
=>X=500
Therefore, the maximum marks of the test is 500.
-------------------------------
HOPE IT WILL HELP YOU
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