In a class test, the sum of the marks obtained by P in Mathematics and science is 28. Had he got 3 marks more in mathematics and 4 marks less in Science. The product of his marks would have been 180. Find his marks in two subjects.

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Solution

Let marks obtained by P in mathematics be x, then in science

It is given that,

Therefore, when then

Hence, marks in mathematics and marks in science .

Or, when then

Hence, marks in mathematics and marks in science .

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In a class text, the sum of the marks obtained by P in Mathematics and science is 28. Had he got 3 marks more in Mathematics and 4 marks less in Science. The product of his marks, would have been 180. Find his marks in the two subjects.

In a class test, the sum of the marks obtained by P in mathematics and science is 28. Had he got 3 more marks in mathematics and 4 marks less in science, the product of marks obtained in the two subjects would have been 180. Find the marks obtained by him in the two subjects separately.

Q. In a class test, the sum of the marks obtained by P in mathematics and science is 28. Had he got 3 more marks in mathematics and 4 marks less in science, the product of marks obtained in the two subjects would have been 180. Find the marks obtained him in the two subjects separately. [CBSE 2008]

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In a class test, the sum of the marks obtained by P in Mathematics and science is 28. Had he got 3 marks more in mathematics and 4 marks less in Science. The product of his marks would have been 180. Find his marks in two subjects.

Let marks obtained by P in mathematics be x, then in science It is given that, Therefore, when then Hence, marks in mathematics and marks in science . Or, when then Hence, marks in mathematics and marks in science .

Let marks obtained by P in mathematics be x, then in science

It is given that,

Therefore, when then

Hence, marks in mathematics and marks in science .

Or, when then

Hence, marks in mathematics and marks in science .