Solve -6x4 + 5x³ + 65x2 – 50x + 24 < 0 using intervals. You must complete this question algebraically and use exact values throughout the solution.

Q: . Solve 5[2x + 1] – 3 2 9. Write your answer in interval not

A: The Answer is:   Intervals : ( - ∞ , - 1.7 ]   and   [ 0.7 , ∞ )

Q: 3. Solve by graphing (x+ 3) (x+ 1)(x – 2)²(x - 4) 2 0. Express your final answer on a number line.

A: Explanation of the answer is as follows

Q: Solve, putting answer in interval notation x – 2<5

A:

Q: Solve: |x – 3 > 6 Give your answer as an interval.

A:

Q: Solve and write out your check. Write solution in interval notation. C x-4 X-2 5 - 6 9 18

A: In intervel form answar would be [13,inf) Here 'inf' implies infinity.

Q: Express the solution using interval notation. 5 < 2x + 3 < 13

A:

Q: use an algebraic approach to solve each problem. Find three consecutive odd integers such that three…

A: let x be the first odd integer and the other two consecutive odd integers will be x+2 and x+4  so…

Q: Solve: |3x + 6| < 3 Give your answer using interval notation.

A: NOTE: Refresh your page if you can't see any equations. . apply absolute rule

Q: Solve and express the solution set in interval notation: -7 < 8 - 3x < 20 and -7 < 6x – 1 < 41.

A: Given: -7≤8-3x≤20 We know that, if a≤p≤b then a≤p and p≤b Therefore, we can write given inequality…

Q: Solve: x + 5| < 6 Give your answer as an interval.

A: Given |x+5|&lt;6

Q: Solve. Write the answer in interval notation. x² + 5x > 24

A: Here we have , to write in interval notation,  x2+5x&gt;24

Q: Solve: 18 < 3x 9 < 12 Give your answer as an interval.

A: Here we will find interval,

Q: Solve and graph the solution set on a number line: |x – 2| < 5.

A: x-2&lt;5 On simplification, we get ⇒-5&lt;x-2&lt;5…

Q: 5. Solve 3/x-6 ≥5/x+2 and give your answer in interval notation?

A: Simply solve inequality and find the solution

Q: Solve and state the solutions using interval notation. 42. 7-|2x+19|<-100

A: Given :- 7 - |2x+19| &lt; -100  To find:- Solution of given inequality in interval notation

Q: solve graphically by the intersection method. Give the solution in interval notation.

A: 7x+3 &lt; 2x-7 5x &lt; -10 x &lt; -2 x ∈ (-∞,-2)   3x+4 ≤ 6 x-5 9 ≤ 3x 3 ≤ x x ∈ [3,∞)

Q: Solve 4x - 3 <1 and write the solution in interval notation. (if there is no solution, enter your…

A: Consider the given inequality 4x-3&lt;1

Q: Solve and graph the solution set on a number line: 3| 2x - 1 | ≥ 21.

A: The given inequality is 32x-1≥21.

Q: Express the solution using interval notation.  |5x + 3| > 7

A:

Q: Solve and graph the solution set on a number line:2 - 3x ≤ 5.

A:

Q: Solve -3<3x-6<12 and express the answer in interval notation.

A:

Q: Solve and graph the solution set on a number line: 3x – 5 > -17.

A: Given inequality:                              3x - 5 &gt;-17

Q: Graph the solution and leaves the answer in interval or set notation  1-6x<25

A: Solve the given inequality as shown below: 1-6x&lt;251-25&lt;6x-24&lt;6x-246&lt;6x6-4&lt;xx&gt;-4

Q: Solve and graph the solution set on a number line: 4x – 3 > -23.

A: The given inequality equation is, 4x-3&gt;-23 On solving the inequality equation, we get…

Q: Solve: |2x + 5| < 1 Give your answer using interval notation.

A:

Q: Solve Compound Inewquality and write in interval notation -2x&lt;-8  and  x-2&lt;5

A: Divide both sides by -2.since -2 is negative , so we have to flip the inequality. So, x&gt;4

Q: Solve: |4x – 2| < 6 Give your answer using interval notation.

A: We need to find the value of x .

Q: Solve 5x – 1>-16 and graph the solution on the number line.

A: In this question , we can solve the inequality .

Q: Solve: [2x – 8| < 3 Give your answer as an interval.

A: Consider the inequality  2x−8&lt;3

Q: Solve 4a-3<1 and write the solution in interval notation. (If there is no solution, enter your…

A: Given inequality:                                  4x-3 &lt; 1

Q: Solve for x. - 722 6 Give your answer as an interval.

A:

Q: -x+5>6 and 1+2x<-5

A:

Q: Solve: -19 < 2x-7<-1 Give your answer as an interval.

A:

Q: Solve: |x – 2| > 1 Give your answer as an interval.

A: Topic:-  simplification

Q: 3x < 3 or 4x + 6 < -3 and write the solution in interval notation. 4 Solve -

A: We have to find the solution

Q: Solve the inequality 3x &lt; 9x +4, and sketch the solution set.

A: Given inequality is  3x&lt;9x+4 Subtract 9x from both sides, we get 3x-9x&lt;9x+4-9x-6x&lt;4 Divide…

Q: 20. - Va - y.

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Solve: 5|x + 5| + 4 < 49. Give your answer as an interval.

A:

Q: Solve Absolute value of 2x+4 is greater than 6

A:

Q: 3x+2 29

A:

Q: Solve. Write final answer in interval notation. |2x – 1| > 5 -

A:

Q: Solve: z 5 < 4 Give your answer as an interval.

A: Given-  |x-5|&lt;4

Q: Solve and graph the solution set on a number line: |x – 4| < 3.

A: The given inequality is x-4&lt;3

Q: Write the solution using interval notation. -10 < -2z - 2 < 12

A:

Q: Solve and write the solution in interval notation: 78x 1+ 4 > 39

A:

Q: Solve 6x' - 13x² – 19x + 12 < 0, Use graphical and algebraic methods to solve. Express the solution…

A: We have to find the interval in which.       f(x) ≤ 0

Q: Solve: 2|x – 5|+ 2 > 6. Give your answer in interval notation.

A: We can calculate by algebraic rule

Q: Solve: 5|x + 8|+ 2 > 52. Give your answer in interval notation.

A: We can find the answer  in interval notation as below

Q: Solve the equation x3 + 2x2 - 5x - 6 = 0 or inequality.

A: Given equation, x3+2x2-5x-6=0 If we put x=2 in the above equation then (It's by trial and error…