CLASS_11_MATHS_SOLUTIONS_NCERT

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Class XI Chapter 6 – Linear Inequalities Maths ______________________________________________________________________________ 3x 6 3 3 x 2 (i) The integers greater than Thus, when x is an integer, the solutions of the given inequality are 1,0,1,2,... Hence, in this case, the solution set is . (ii) When x is a real number, the solutions of the given inequality are all the real numbers, which are greater than 2. . 2 are 1,0,1,2,... Thus, in this case, the solution set is 1,0,1, 2,... 2, Question 5: Solve the given inequality for real Solution 5: 4x3 5x 7 4x37 5x 77 4x4 5x 4x 4 4x 5x 4x x : 4x 3 5x 7 4 x Thus, all real numbers x, which are greater than 4, are the solutions of the given inequality. . 4, Hence, the solution set of the given inequality is Question 6: Solve the given inequality for real x : 3x 7 5x 1 Solution 6: 3x7 5x1 3x7 7 5x17 3x 5x 6 3x 5x 5x 6 5x 2x 6 2x 6 2 2 x 3 Thus, all real numbers x, which are less than 3, are the solutions of the given inequality. Hence, the solution set of the given inequality is , 3. Printed from Vedantu.com. Register now to book a Free LIVE Online trial session with a Top tutor.
Class XI Chapter 6 – Linear Inequalities Maths ______________________________________________________________________________ Question 7: Solve the given inequality for real Solution 7: x x 3 1 2 3 3x3 2x6 3x33 2x6 3 3x 2x 3 3x 2x 2x 3 2x x 3 x : 3 x 1 2 x 3 Thus, all real numbers x, which are less than or equal to inequality. Hence, the solution set of the given inequality is . , 3 3, are the solutions of the given Question 8: Solve the given inequality for real Solution 8: x x 3 2 2 1 63x 2 2x 63x 2x 2 2x 2x 6 x 2 6 x 6 26 x 4 x 4 x : 3 2 x 2 1 x Thus, all real numbers x, which are greater than or equal to 4, are the solutions of the given inequality. . 4, Hence, the solution set of the given inequality is Question 9: x x Solve the given inequality for real x: x 11 2 3 Solution 9: x x x 11 2 3 1 1 x 1 11 2 3 Printed from Vedantu.com. Register now to book a Free LIVE Online trial session with a Top tutor.
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Class XI Chapter 1 - Sets Maths ___
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Class XI Chapter 2 - Relations and
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Class XI Chapter 3 - Trigonometric
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Class XI Chapter 4 - Principle of M
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Class XI Chapter 7 - Permutation an
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Class XI Chapter 8 - Binomial Theor
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Class XI Chapter 9 - Sequences and
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Class XI Chapter 10 - Straight Line
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Class XI Chapter 11 - Conic Section
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Class XI Chapter 12 - Introduction
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Class XI Chapter 13 - Limits and De
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Class XI Chapter 14 - Mathematical
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Class XI Chapter 15 - Statistics Ma
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