Determine the value of 6>0 for which lim (3x -1)=47 X4 A 6 = max{-4-16 -, -4+, 16 + | 3 6 = min{-4+16 , -4-/16+ B 3 C6=max{4- 16- 를, 4+116+ 3 6 = min{4- 16-들, 들) D -4+16+

Q: Find the value of the constant a that make s the following funiction on (-00,00), 2.7x=21 if x<3 X-3…

A: The given function is defined on (-∞,∞) if its defined at x=3.

Q: If the largest of 85 consecutive integers is 324, what is the smallest? 140 X

A:

Q: limx→∞ 4x² 5x - 8 - 2x

A:

Q: メ3 -3x2+3x+C + 3x

A:

Q: -4-2x<1–x<5-2x 3 -4x+129 or 5x+3<-12 2.

A:

Q: x^4-6x^2+5=0

A: Given:

Q: 以一 3-Va

A:

Q: Divide and simplify, stating any restrictions on x: (3x^2-7x-6)/(x^2-4x+3)/(x^2-x-20)

A: We are given 3x2-7x-6x2-4x+3x2-x-20 = 3x2-7x-6x2-4x+3×1x2-x-20Since each expression is a quadratic,…

Q: ax+bx+4 ifgと- ニ bx*-2 × ifメ

A:

Q: x²+2x-15 lim X-5 |x+5|

A:

Q: solve 5x^3-12x^2\le 11x-6 use interval chart

A: To solve the inequality using interval chart, rewrite the inequality of the form fx≤0. Factorize the…

Q: 2x^12/7+5x/3-2x=0

A:

Q: Find the inflection points of -x^4-7x^3+2x-3

A:

Q: vertex form for y=x^2+4x+6

A: Topic:-  parabola equation in vertex form

Q: State the polynomial in standard form that will have a quotient of 3x^2-2x^2-5  and a remainder of…

A: The objective is to find the polynomial in standard form that will have a quotient of and a…

Q: If x^2-3x-4=0 then what are all possible values of x

A:

Q: Given the function C(n) = 3n+24n³ +36n² its C-intercept is (0,0) its n-intercepts are 0,-2,-6…

A: Given:  Cn=3n4+24n3+36n2 To Find: The C-intercept and n-intercepts=?

Q: ペ--ド 3x-8x + 7メ-455 -3x + メ-XL+ウーメんー Evaluate the followng B.

A:

Q: 4x^3-4x^2-29x+15 Find all zeros of the function

A:

Q: A square patchwork quilt is to be made with n individual fabric squares in each dimension. Each…

A: Ok, so,  There will be n squares along any side here,  So, side of the big square portion at center…

Q: Give the domain of the equation using interval notation. 6-9x/2x^2+13x+6

A: NOTE: Refresh your page if you can't see any equations. . first, we need to find the undefined…

Q: The function 2x^3 + kx^2 + px -13  has a remainder of 21 when it is divided by  x-3 . The function…

A:

Q: Evaluate the function: S dr x2+5x-8 o 음25/2 + 23/2- 16/@ + C O 5/2 - /2+ 16 /T + C 3 None of the…

A:

Q: Find a method that uses the Dot-Product to decide for three randomly chosen points P, Q, and R in…

A: Let us sketch a figure relating to the problem

Q: Divide using synthetic division. Ans (7x^(2)-23x+6)-:(x-3)

A:

Q: (-2x^3-1x^2+17x+6)/(x+3)      Divide:

A: Get the coefficients of the dividend.

Q: what is the Axis of y=3x^2-6x-4

A:

Q: b lum X -> 2 x3-8 x4-16 9.

A: Given that: limx→∞x3-8x4-16

Q: Make a visual pattern to fit the rule 2x^2-x+4 (using blocks, triangles, squares, rectangles…

A:

Q: 1-Vx-6 lim X-7

A:

Q: x^{2}+x+y-8=0 24x^{2}+93x+y+84=0

A: We have to solve the given equations.

Q: standard form of  2-11x^2-8x+6x^2

A: We have to find the standard form of given polynomial.

Q: Fill in the tabular box and sum and product diagram for the problem 6m^2-30m+36. Use the example…

A: I am going to solve the problem by using some simple algebra to get the required result of the given…

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.