Quadratic inequalities are equations that take on the format of ax² + bx + c > 0 or ax² + bx + c < 0. Solutions can be found by methods such as factoring, employing the quadratic formula, or completing the square. The set of solutions encompasses the x values that satisfy the inequality.
| Topic | Problem | Solution |
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The cost to produce |
Let's denote the number of units of wire produced and sold as 'x'. |
| None | Rita bakes pies at a bakery. The number of pies s… | The problem is asking for the range of values that |
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For the function |
Factor the quadratic expression on the left side of the inequality, which gives |
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Solve the inequality.
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The inequality is in the form of a linear inequality. To solve it, we need to simplify the inequali… |
| None | A company's daily profit from the production and … | The company's daily profit from the production and sale of electrical components can be described b… |
| None | Solve the following inequality. \[ x^{2}-14 x+40<… | The given inequality is a quadratic inequality. To solve it, we first need to factorize the quadrat… |
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Solve the inequality for |
Distribute the 7 on the left side and the -3 on the right side of the inequality to get \(-23 + 35 … |
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Solve the inequality |
Given the inequality |
| None | Question 11 1 pts Which graph represents the solu… |