Solve : 42-5m|-3s-1 -3 <-1

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

A: Here we have to solve by graphing x+33(x+1)(x-2)2(x-4)≥0

Q: Solve the inequality, graph the solution, and give interval notation.− 6 &lt; 6 − 4x +2 &lt; 2

A: 6+2 combines for the middle part. We subtract 8 from all sides

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 the inequality and express the solution in interval notation. -10 &lt; 3x + 2 &lt; 8

A: Definition used -   Inequality solving -      We have to solve for a variable given in inequality,…

Q: Solve x^2 +6x ≤ -5. Show your work

A: Solution of equations

Q: solve the inequality and express the solution in interval notation. |2x + 6| ≥ 20

A: Given the inequality, |2x + 6| ≥ 20

Q: Solve x' = 3xt²-3t², x (0) = 2.

A:

Q: Solve the given inequality and write the solution in interval notation: -7z < 56 O [-8, )

A: Here we have given an inequality. -7x &lt; 56 Now on dividing both sides of the inequality by 7 we…

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 (csc^2(2theta) - 1)^2 = 9

A: Solution:- use trignometric table

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: 1 <0 x2 — 9х + 20

A:

Q: Solve (x-6)(x+3)=0

A: We will set each factor equal to 0 and solve for x   If,  x-6=0 Then x=6 (added 6 to both sides)…

Q: solve  p2+4pt -32t2 / p2+3pt - 18t2   x   p2-9pt+18t2/ p2-9pt + 20t2

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Q: Solve for r 3 - 8r = -6 - 9r

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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 for x. 9 < 3 2 - Give your answer as an interval.

A: Given:         x2-9&lt;3   Add 9 to both sides       x2-9+9&lt;3+9       x2&lt;12

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

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Q: Solve (x-4) N 0. Write solution in interval notation: (*+5)(x-3)2

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Q: Solve the equalion: (1) 3x-5 -7 3. 2. 2. 3 4x-3 홀 - 7

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Q: x' fx -5-0

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Q: Solve for x and graph the solution on the number line below. -4x + 8 > 4 or -4x +8 < -40 or…

A: The inequalities are shown below

Q: Solve. (5-w)(5w-3) =0

A:

Q: Solve the inequality and graph the solution on the line provided. 25 – 2x > 15 -

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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 for x: 22x -1 = 23(x -7)

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Q: Solve the inequality and write the answer in interval notation.

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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: 3

A:

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

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Q: Solve: – 4 < 2x + 2 < - 2: (Write your answer using interval notation)

A: Answer

Q: Solve: x2 – 14x = -45

A: The equation is given as x2-14x=-45

Q: Solve for x. Q2 R 5

A:

Q: o Solve 4 -x²

A: on doing integration we get

Q: Solve t2 - 17t = -72

A: The general form of a quadratic equation is ax + bx + c = 0 and their solutions are,

Q: Solve the inequality, 2x2 + 5x - 3 &lt; 0 and graph the solution set on a real number line.

A: Solve the inequality, 2x2 + 5x - 3 &lt; 0 and graph the solution set on a real number line.

Q: solve the inequality and express the solution in interval notation. -3x + 2(x - 4) ≥ -10

A: -3x+2(x-4)≥-10

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

A:

Q: Solve and state the solutions using interval notation. 18.(x-6) (x+5)(x- 4) > 0

A: Question is solved.

Q: Solve. x² - 13x = -40 O 8,5 O-5,-8

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Q: Solve for x: -5 < 10x + 13< 7 Write your answer in interval notation:

A: we have to solve for x

Q: Is -6 a solution of x greater than or equal to 4.4 ?

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Q: Solve: x* + 4x2 - 45

A: Here we have to solve the given equation.

Q: Solve −2≤3x−5≤10 and write the solution in interval notation

A: