Question
The ways in which the time table for Monday be completed if there must be 5 lessons that day (Algebra, Geometry, Calculus,Trigonometry, Vectors) and Algebra and Geometry must not immediately follow each other are
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Total no. of ways in which the time table can be made
No. of ways in which the time table can be made, such that Algebra and Trigonometry follow each other
So, the no. of ways in which the time table can be made, such that Algebra and Trigonometry do not follow each other
No. of ways in which the time table can be made, such that Algebra and Trigonometry follow each other
So, the no. of ways in which the time table can be made, such that Algebra and Trigonometry do not follow each other
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There are 144 boys and 132 girls in a class. These students are arranged in rows for prayer in such a way that each row has either boys or girls and every row has an equal number of students. Find the minimum number of rows in which all the students can be arrangedStuck on the question or explanation?
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Question Text | The ways in which the time table for Monday be completed if there must be 5 lessons that day (Algebra, Geometry, Calculus,Trigonometry, Vectors) and Algebra and Geometry must not immediately follow each other are |
Answer Type | Text solution:1 |
Upvotes | 150 |