Question Solve the inequality x≥−25Alternative Form x∈[−25,+∞) Evaluate 12≥2−4xSwap the sides of the inequality 2−4x≤12Move the constant to the right side −4x≤12−2Subtract the numbers −4x≤10Change the signs on both sides of the inequality and flip the inequality sign 4x≥−10Divide both sides 44x≥4−10Divide the numbers x≥4−10Solution More Steps Evaluate 4−10Cancel out the common factor 2 2−5Use b−a=−ba=−ba to rewrite the fraction −25 x≥−25Alternative Form x∈[−25,+∞) Show Solution
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