what is (-x+1)(x-1)                 (x+2)(x-10)

Q: x-51-2+3x if x<5

A: To solvex-5-2+3x,  if x&lt;5

Q: (-1+6squareroot14)(-6-2squareroot14)

A: Given:

Q: is x^2=4 and x+2=4 the same?

A: Consider the given equations as follows.

Q: Which x satisfies both |x − 3| &lt; 2 and |x − 5| &lt; 1?

A: The inequalities are:  |x − 3| &lt; 2 and |x − 5| &lt; 1 Then we get,…

Q: 15. fix) - x-x-10x +10x2 +9x-9 ; gix) - (x- 1)

A:

Q: What is the quotient (3x2 +8x-3) (x+3)? O 3x +5, r 1 O 3x-5 O 3x + 1 O 3x - 1

A:

Q: Find the value of x. 71° (10x+6)° (13х - 2)° (8х - 1)

A: Here we have to find the value of x.

Q: Show by contraposition that : Vx ERX2-3x - 1020 → x25 or x< - 2

A:

Q: X1 - x2 = 5 X2 - X3 = -3 2x1 – x3 = 3 2x2 – 2x3 = -6 -9-

A: here we will find solution of linear equations ,

Q: How would you convince someone that (x - 4)/(4 - x) = -1 for all real numbers except 4?

A: here given rational equation such that x-44-x=-1where x≠4

Q: -6(x+1)-x-14=-7(x+5)+15

A: Explanation of the solution is given below...

Q: lengh

A:

Q: - 20 - 8x,+ Xz - 2 X 2 X - 6 X2 - Xg =-38 -3 4 - Xz +7X3 = -34 メ2 - 38 .

A:

Q: what is the domain of  (x+8)/(x+1)

A: Consider the function

Q: How would you convince someone that x6/x2 is x4 and not x3?

A: Given expression:                                 x6x2

Q: How do you find the derivate by using the product rule for  f(x) = 3x2/3(x-3)

A: Given,

Q: ܕ ܩ ܚ ܝܠ ܘܗ ܥ ܬܬ ܝܚ -3 -21x1 -7X₂ -3 1 2 -1 -7 4 3 9 [X3 -2 -[ 8

A:

Q: 3x₁2x₂ + x3 + 10 = 0 -x₁ + x₂ + 4x3 + 9 = 0 2x₁ + 2x₂x3 - 5 = 0 4x₁x₂ + 3x3 + 15 = 0 - --2x₁ + 3x₂ -…

A:

Q: [x 212-2 -2 1. 1- %3D -2 -8 -2

A:

Q: 30x3 + 31x? 25x – 6 - Find the domain of f(x) = 12x3 – 59x2 11x + 30 - -

A:

Q: WHAT IS   2 + 2 = ?

A: We have to find the value of 2+2. We know that if we add two same things then it get twice of that…

Q: 9. -9x-19 2 17 Pink -8x-14 22 10. 16-x > 9 Brown -11-x2-7

A: 9. -9x-19≥17  -9x≥17+19       -9x≥36                              9x≤-36       x≤-4

Q: What is the sum of -3x^2+x+10 and 2x^2-3x+6 for all of x?

A: Given, -3x2+x+10 and  2x2-3x+6

Q: applies to func

A:

Q: how can i find the difference quotient of g(x)= 11 over/ x+24

A: First of all, consider the formula for the difference quotient and the rational function g (x).

Q: How would you convince someone that x3 could be a lot more than x2, but it could also be only a…

A:

Q: so, CfOr) = ?

A:

Q: 6. Find the value of x. 2x 10x-21

A: To find the value of x

Q: what is x^5-x^2/ x^5 simplified?

A: This is a algebra problem

Q: What is the degree of 6a8 -8a 2a - 2a?

A: Concept Used:Degree of the polynomial:It is the highest degree of monomials (individual term) with…

Q: 3. Find the value of x. X-12843) x+3 3x-1

A:

Q: -4 -3 -2 3 2 -1 -2 -3- ● 1 2 3 نیا X

A:

Q: 6 X - -X + 16 – x 11

A: I hope you have asked to simplify this expression.  Let us consider an expression, ax+b+cx…

Q: 2. -7-8X-x²

A: Use substitution method to solve this integration.

Q: 7. Simplify. (x²+x-12)/(2x²-x-3)

A:

Q: Find the quotient of x4 −3x3 + 3x2 −3x + 2  by x2 −3x+ 2.

A:

Q: What is the correct evaluation of 22-2x, when x is equal to -5?

A: Given,               22-2x

Q: (8х + 4) (11х- 17)"

A: As per bartleby guidelines only 3 question can be answered, please upload the rest separately. It is…

Q: 1. Evaluate x57x¹+192³-10r² - 19r+18 x45x³ +9x² 12²- da.

A:

Q: I need to find all the expressions equivalent to 6x^2-5x+3

A: Given expression 6x^2-5x+3

Q: Is x = 4 in the domain of 3/(x - 4)?

A: 3x-4

Q: (x+6)-(5-2x)+2=0

A: Given equation: (x+6)-(5-2x)+2=0

Q: What is 2n x 4

A: 2n×4=(2×4)n

Q: X72 -I5- Conlinuous 2 X-2 -2X

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

Q: What is the f(7) (-2) of f(x) = - +2x - 7x³ + ³² + 5x +1? 3x² 2

A:

Q: what is the coefficient of the fourth term of (1/x - 5) ⁴

A: First we calculate fourth term then we find coefficient of fourth term.

Q: What is 2ln(7x+4)-13=-1 in exact form?

A: By solve given logirithim

Q: -1+2x-x=x-8+(-x)

A: Given query is the value of x.

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.