Ranjit scores $80$ marks in english and $x$ marks in hindi. What is his total score in the two subjects?

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Solution

Finding the total score:
Given: Ranjit’s score in English $= 80$ marks
His score in Hindi $= x$ marks
Total score in two subjects $=$ Score in English $+$ Score in Hindi $= (80 + x)$ marks
Hence, the total score in English and Hindi is $(80 + x)$ .

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Ranjit scores 80 marks in english and x marks in hindi. What is his total score in the two subjects?

Finding the total score:Given: Ranjit’s score in English =80 marks His score in Hindi =x marksTotal score in two subjects = Score in English + Score in Hindi =(80+x) marksHence, the total score in English and Hindi is (80+x).

Ranjit scores $80$ marks in english and $x$ marks in hindi. What is his total score in the two subjects?

Finding the total score:
Given: Ranjit’s score in English $= 80$ marks
His score in Hindi $= x$ marks
Total score in two subjects $=$ Score in English $+$ Score in Hindi $= (80 + x)$ marks
Hence, the total score in English and Hindi is $(80 + x)$ .