Question

maduri got 101 marks in hindi 100 marks in science 96 marks in sankrit 108 in maths 78 in english. if maximum marks of each subject is equal and if madhuri scored 84% marks all subject together what is the maximum marks of each subject

Answer 1

$\textbf {Hey there, here is the solution.}$

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STEP 1: Find the total marks:

Total marks = 101 + 100 + 96 + 108 + 78

Total marks = 483

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STEP 2: Form the equation:

Madhuri scored 483 marks

Madhuri scored 84%

84% = 483 marks

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STEP 3: Find the maximum marks for the 5 subjects:

84% = 483 marks

1% = 483 ÷ 84 = 5.75

100% = 5.75 x 100

100% = 575

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STEP 4: Find the maximum marks for each subject:

5 subjects = 575

1 subject = 575 ÷ 5

1 subject = 115 marks

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Answer: The maximum marks for each subject is 115 marks

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$\textbf {I hope it helps.}$

Answer 2

$\bf{Marks}$ $\bf{Subjects}$
$\bf{101}$- $\bf{Hindi}$
$\bf{100}$- $\bf{Science }$
$\bf{96}$ - $\bf{Sanskrit }$
$\bf{108}$ - $\bf{Maths}$
$\bf{78}$ - $\bf{English }$

Total subjects = $\bf{5}$

Total marks of 5 subjects =
$\bf{101 + 100 + 96 + 108 + 78 }$= $\red{483}$

Now,

84% = 483

1 % = 483 ÷ 84

1 % = 5.75

Now,

100 % = 5.75 × 100 = $\red{575 marks }$

5 subjects = 575 marks

1 subject = 575 ÷ 5 = 115 marks.

$\green{Hence, \: \: maximum \: \: mark \: \:in\: \: each \: \: subject \: \: is\: \: 115 \: \: marks}$