How can I solve this equation? X3+X2=9X+9

Q: Solve the equation : 1/ (x2 - 3x + 2) = 1/(x + 2) + 5/(x2 - 4)

A:

Q: Solve the equation 2(x + 3) - 1 = - 7.

A: The given equation is 2(x+3)-1=-7 To solve the given equation for x

Q: 3. Solve : 10x +x° - 87x2 = 71x - 42 %3|

A:

Q: Solve the equation. 3 금-8) - 금(2x + 4) X =

A: We have to solve the equation:   34x-8=182x+4

Q: Solve the equation: 5  -     3    =2                                              x     x+4

A: LCM of the denominators x and (x+4) is x(x+4)

Q: how do i solve 3x=(2x-1)(m+4)

A: Consider the given equation:

Q: Solve the equation x3-6x+8x=0.

A:

Q: solve for x

A: Solve the equation for x as follows.

Q: Solve

A: Given,           x3+3x4=2

Q: Solve the equation

A: Given equation, y43=-3y

Q: How. I solve. This. 3x-y=10

A:

Q: Solve equation (3x/5-x-3/2=x+2/3)

A: Given information:The given equation is 3x/5-x-3/2=x+2/3.

Q: solve the equation. 5/8 (x + 2) - 1/2 x = 2

A: 58x+2-12x=2

Q: Solve (x² – 75) – 17 = 73, then enter the value of one of your - solutions below.

A: Given: 35x2-75-17=73 To find: Solution

Q: How do I solve this equation?20-x/3=x/2

A: First we find the LCD and to get rid of fractions, we multiply both sides by the lcd .

Q: How do I solve 6x/x-6 =9 +7x2/x-6?

A:

Q: When solving the equation 4(3x +2)-9 = &x² +7, Emily wrote 4(3x² +2) = &x + 16 as her first step.…

A: 4(3x2+2)-9=8x2+7 Emily wrote 4(3x2+2)=8x2+16

Q: Solve the equation: 6x - 3(5x + 2) = 4(1 - x)

A:

Q: 1 Solve the equation 3x(x2 + 6) = 8 – 17x². -

A: The given equation is: 3x(x2+6)=8-17x2

Q: How do I solve 2B?

A: Given points P(1,2,1) and Q(3,3,0) B) the coordinates of the point M, where line L meets the plane…

Q: Solve  equation. |x2 + 2x - 36 | = 12

A: we have to solve  |x2 + 2x - 36 | = 12

Q: How can I solve these two equations? X2= 8X X2=14x-49

A:

Q: (x)등 2x +13x+15

A: We are asked to find asymptotes .

Q: Solve the equation √ 3(3x/3 · 3-2x ) / 3-x = 9 for x.

A: Given that 33x3·3-2x3-x=9. Solve for x as follows.…

Q: 3. Solve -4 -2 X' = 3 X+ -Se -11 -2

A:

Q: How do you solve 2^x+3=5^2x

A:

Q: solve the equation. √(x2 + 3x - 6) = x

A:

Q: Solve. 2x X-4 x+2 x+2

A:

Q: How do you solve 5x^2+7x=4x^2+x-18?

A: First take all the terms on one side of the “equal” sign and “zero” on the other side, it gives

Q: Solve ax+bx2=0 which is what

A:

Q: The way to solve -7 < 3x – 4 < 5 is to isolate x in the

A: -7&lt;3x-4≤5Now add 4 on the three sides.-7+4&lt;3x-4+4≤5+4Now, divide the three sides by 3.

Q: How do I solve an equation using the zero-factor property?

A: First factor the given equation with right side equal to 0. Then set each factor equal to 0 using…

Q: solve the equation 7(x+2)-4(2x-1) = 18-x

A: We have given an equation

Q: Solve the equation.  2(2x - 5) +7 = 6x -(-3x+2)

A: Firstly, we simplify the L.H.S and R.H.S separately, and then take the variables on one side and…

Q: Solve the equation.

A: 3+5x5=4-x7

Q: How to Solve the equation of 2x-(7/6)+(x/6)=((4x+9)/6) when x=

A: The given equation is 2x-76+x6=4x+96. Calculate the value of x.

Q: How can I solve this equation? 3 divided by 5X2+ 10 divided by X

A:

Q: Solve equation.  2x - 4(5x + 1) = 3x + 17

A:

Q: how do you solve (x-2)(x+4)?

A:

Q: what is easyest way to solve this equation? X2+X-12=0

A:

Q: The way to solve -7 &lt; 3x - 4 ≤5 is to isolate x in the________.

A: Consider the given: −7&lt;3x−4≤ 5If a&lt;u≤ b  then  a&lt;u    and     u≤ b,−7&lt;3x−4    and…

Q: how do I solve the equation: x2 +2x = 0

A: Solve the equation for x as follows.

Q: Solve the equation X^3-15x^2×56x=0

A: To determine the (three) solutions of the given cubic equation.

Q: What are the steps to solve (2x+1)2-3=22?

A: The given equation is,

Q: How would I solve for x? 8 - 4x = 3x2 - 6x + 2

A:

Q: Solve the equation: 2x2 - x - 3 = 0

A: The quadratic x2+ax+bx+a+b can be factored as (x+a)(x+b). The solutions to the factored quadratic…

Q: solve the equation x4-3x2-70=0

A: Given: x4-3x2-70=0 Let u = x2 and u2 = x4. Then the equation becomes u2-3u-70=0.

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.