# Write a compound inequality that represents each phrase

## Write A Compound Inequality That Represents Each Phrase

All real numbers that are less than —3 or greater than or equal to 5 x < —3 or x 25 —8 —6—4 —2 0 2 4 6 8 2., inclusive Solving a Compound Inequality Involving And What are the solutions of —3 m — 4 < —1 ?6) Use the definition of each (ratio, proportion) to show the write a compound inequality that represents each phrase difference The solution for these compound inequalities is hence, x > –3 and x < 4.Both endpoints are closed circles which include the endpoints.Compound Inequalities Write a compound inequality that represents each phrase.Fill in the blanks to complete the inequality that represents each phrase.What is another way of writing this compound inequality?The circumference of a women's basketball must bc between 28.A certain recipe calls for a cake to bake between 25 minutes and 30 minutes, inclusive.The empty circle at –2 means –2 is not a solution, so use >.Question 377718: write a compound inequality that represents each phrase.Sometimes, an and compound inequality is shown symbolically, like [latex]a −10 5 Compound Inequalities Write a compound inequality that represents each phrase.B What compound inequality represents the phrase?Write the compound inequality that represents the phrase: 5.A compound inequality consists of two inequalities that are joined together by the word "and" or the word "or".50 for each box of oranges that he sells.All real numbers that are less than.The time a cake must bake is between 25 minutes and 30 minutes, inclusive Choose the compound inequality that represents each phrase.To solve your inequality using the Inequality Calculator, type in your inequality like x+7>9.We will consider one type of compound inequality in this lesson.Directions: Write a compound inequality that represents each phrase.If someone weighs 160 pounds, write an inequality representing the amount of food they could eat each day in pounds.

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Write a compound inequality that represents the following phrase.All real numbers at least -6 and at most 3 There are a, b, c answers hoever I can't the a, b c, answers because of symbols used Answer by longjonsilver(2297) (Show Source):.1 Answer Hihi Mar 5, 2018 #2< x ≤ 7# Explanation: All numbers greater than 2 can be denoted as #2< x#.M > –2 The shaded values are to the left of 5, so use < or ≤.B) All real numbers less than or equal to 1 or greater than or equal to six.Rewrite each compound inequality as two separate inequalities.You Mite an and Word The cornpaur-ã inequality 2 n and n means n is greater 2 and n is less than b.Several inequalities can be combined together to form what are called compound inequalities.U # u# u Solve each compound inequality.The time a cake must bake is between 25 minutes write a compound inequality that represents each phrase and 30 minutes, inclusive.H Part B: Solve the inequality to find the range of scores Amaya has to earn to get a B in Algebra 1.The compound inequality is í x 62/87,21 The graphs do not intersect, so it represents a union.If N is the set of natural numbers that are factors of 24, Algebra.Compound Inequalities Write a compound inequality that represents each phrase.X < -2 or x > 3 Solutions: Solutions:.1) 2) Part 2: Write a compound inequality that represents each phrase.Graph your solutions Write a compound inequality that represents the following phrase.Solve 2 + x < 5 and -1 < 2 + x.Write 3 solutions for each inequality.Both endpoints are closed circles which include the endpoints.The time a cake must bake is between 25 minutes and 30 minutes, inclusive.What are the solutions of the inequality.All real numbers that are less than −3 or greater than or equal to 5 x < −3 or x ≥ 5 2.All real numbers that are less than −8 or greater than or equal to 3 Solve each compound inequality.Compound Inequalities Write a compound inequality that represents each phrase.Compound Inequalities Form G Write a compound inequality that represents each phrase.A) All real numbers less than four and greater than negative two.The value 5 satisfies the statement, as does the value 14..In other words, any value of the variable that can satisfy either of the two inequality statements can be considered as a solution to the compound inequality How do you write the compound inequality as an absolute value inequality: 1.Here are a few examples of compound inequalities: x > -2 and x < 5 -2 < x < 5 x < 3 or x > 6.Solve each compound inequality.We have step-by-step solutions for your textbooks written by Bartleby experts!