Which of the following is not a general form of a linear inequation? 1. ax + b > c 2. a/x + b ≥ c 3. ax + b ≤ c 4. ax² + b < c

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Mathematics

Which of the following is not a general form of a linear inequation?
ax + b > c
$\dfrac{a}{x}$ + b ≥ c
ax + b ≤ c
ax² + b < c

Linear Inequations

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Answer

ax² + b < c is not a general form of a linear inequation, as here the hightest power of x is 2, while in linear inequation the highest power should be 1.

Hence, Option 4 is the correct option.

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Mathematics

Which of the following is not a general form of a linear inequation?
ax + b > c
$\dfrac{a}{x}$ + b ≥ c
ax + b ≤ c
ax² + b < c

Linear Inequations

Answer

Related Questions

Which of the following is not a linear inequation?
3x - 8 > 5 + 2x
$\dfrac{5}{2}x - 3 \le \dfrac{9}{4}x + 12$
$4x - \dfrac{7}{3} \ge 13x + 8$
$6x + 13 \lt \dfrac{4}{x} - 3$

Which of the following is a linear inequation?
x² + 3 ≥ 2x - 7
$\dfrac{7}{(x - 1)} \lt 3x + 4$
$\dfrac{7}{3}x - 9 \le 5 + \dfrac{4}{7}x$
$5 - \dfrac{9}{x} \gt 3x + 4$

Which of the following is reducible to a linear inequation?
7 - x² ≤ 5x + 3
$\dfrac{3}{x} - 8 \gt 4$
$4 - \dfrac{2}{x} \ge \dfrac{1}{x^2} - 6$
$11 - x \le 5x ^ 2 + 6$

Which of following is not reducible to a linear inequation ?
$3 - \dfrac{7}{x} \lt 5$
$8 + \dfrac{3}{x} \ge \dfrac{5}{x} - 4$
$\dfrac{6}{x} - 8 \gt \dfrac{4}{x} + 3x$
$\dfrac{3}{x - 1} - 7 \lt 9$

Mathematics

Which of the following is not a general form of a linear inequation?ax + b > cax\dfrac{a}{x}xa​ + b ≥ cax + b ≤ cax2 + b < c

Linear Inequations

Answer

Related Questions

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Which of following is not reducible to a linear inequation ?3−7x<53 - \dfrac{7}{x} \lt 53−x7​<58+3x≥5x−48 + \dfrac{3}{x} \ge \dfrac{5}{x} - 48+x3​≥x5​−46x−8>4x+3x\dfrac{6}{x} - 8 \gt \dfrac{4}{x} + 3xx6​−8>x4​+3x3x−1−7<9\dfrac{3}{x - 1} - 7 \lt 9x−13​−7<9

Which of the following is not a general form of a linear inequation?
ax + b > c
$\dfrac{a}{x}$ + b ≥ c
ax + b ≤ c
ax² + b < c

Which of the following is not a linear inequation?
3x - 8 > 5 + 2x
$\dfrac{5}{2}x - 3 \le \dfrac{9}{4}x + 12$
$4x - \dfrac{7}{3} \ge 13x + 8$
$6x + 13 \lt \dfrac{4}{x} - 3$

Which of the following is a linear inequation?
x² + 3 ≥ 2x - 7
$\dfrac{7}{(x - 1)} \lt 3x + 4$
$\dfrac{7}{3}x - 9 \le 5 + \dfrac{4}{7}x$
$5 - \dfrac{9}{x} \gt 3x + 4$

Which of the following is reducible to a linear inequation?
7 - x² ≤ 5x + 3
$\dfrac{3}{x} - 8 \gt 4$
$4 - \dfrac{2}{x} \ge \dfrac{1}{x^2} - 6$
$11 - x \le 5x ^ 2 + 6$

Which of following is not reducible to a linear inequation ?
$3 - \dfrac{7}{x} \lt 5$
$8 + \dfrac{3}{x} \ge \dfrac{5}{x} - 4$
$\dfrac{6}{x} - 8 \gt \dfrac{4}{x} + 3x$
$\dfrac{3}{x - 1} - 7 \lt 9$