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To receive Grade ‘A’ in a course, one mu...

To receive Grade ‘A’ in a course, one must obtain an average of 90 marks or more in five examinations (each of 100 marks). If Sunita's marks in first four examinations are 87, 92, 94 and 95, find minimum marks that Sunita must obtain m fifth examination to get grade ‘A’ in the course.

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Let minimum marks needed by Sunita to get Grade A = x
Then,
`(87+92+94+95+x)/5 = 90`
`=>368+x = 450`
`=>x=82`
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NCERT-LINEAR INEQUALITIES-EXERCISE 6.1
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  2. Solve the inequalities and show the graph of the solution in each cas...

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  3. Solve the inequalities for real x : ((2x-1))/3geq((3x-2))/4-((2-x))/5

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  4. Solve the inequalities and show the graph of the solution in each cas...

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  5. Solve the inequalities and show the graph of the solution in each cas...

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  6. Solve the inequalities for real x : 3x - 7 > 5x - 1

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  7. Solve the inequalities for real x : 3(x-1)lt=2(x-3)

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  8. Solve 3x + 8 > 2, when (i) x is a natural number. (ii) x is an inte...

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  9. Solve the inequalities for real x : 4x + 3 < 6x + 7

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  10. Solve -12 x > 30, when (i) x is a natural number. (ii) x is an int...

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  11. Solve 5x - 3 < 7, when (i) x is a natural number. (ii) x is an inte...

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  12. Solve 24 x<100, when (i) x is a natural number. (ii) x is an integ...

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  13. Solve the inequalities and show the graph of the solution in each cas...

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  14. Ravi obtained 70 and 75 marks in first two unit tests. Find the numbe...

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  15. To receive Grade ‘A’ in a course, one must obtain an average of 90 ma...

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  16. Find all pairs of consecutive odd positive integers both of which are...

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  17. Find all pairs of consecutive even positive integers, both of which a...

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  18. The longest side of a triangle is 3 times the shortest side and the t...

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  19. Solve the inequalities for real x : 3(2-x)geq2(1-x)

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  20. Solve the inequalities for real x : x+x/2+x/3<11

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