Find the following: x/3 + 9x/5 i. Lim X 06x1/2- 4x1/4

Q: -2x 8 Which of the following is equal to lim r2 16 -

A:

Q: Solve the following by definition only: lim (4x - 5) = 7 as x approaches 3.

A:

Q: Evaluate the lim x + 3 2r2 – 3x + 1 5x +4

A:

Q: Q1/ Find the following 1. lim + 2 = 3 X00 X 2. lim(5x - 4 + )

A: according to our guidelines we can answer only three subparts, or question and rest can be reposted.…

Q: lim V 5x + 40 X--8-

A: Given          limx→-8-5x+40

Q: 4 – Vx 27. lim x→16 16x – x²

A:

Q: 3x+9 lim x=3 X2-9

A:

Q: lim (6x2 + 8x – 13) x--3

A:

Q: 3 Find: Lim. 3+1

A: Given limz→1+iz2+1z2-1

Q: x - 16 -2 lim

A: Since you have posted many questions here, i can answer only one at a time Please repost remaining…

Q: Find the following: x+/3 + 9x/5 (2х — 1)4/2 — 3 i. Lim- X-0 6x/2 – 4x'/4 ii. Lim x→5+ х — 5

A: we are solving only part (a) of the question because it contains super subparts. Please upload the…

Q: Find lim?→∞ for (5x2-100x+sin2x) / x2. Thank you!

A: Please see the below picture for detailed solution.

Q: xª + x³ – 2x +1 Find lim 00 214 — Зх3 + 5x2 + 1'

A:

Q: If lim,--2+95; (z + 4z) = x + iy, what is the value of x - y?

A:

Q: xª – x² + 8x lim 5.x4 + 7 Select the correct response: 1

A:

Q: 1 lim ex-1

A:

Q: 5. lim (Vx2 +x + 1 -

A: We have limx→∞x2+x+1 -x

Q: 2V피+T-3 lim x-1

A:

Q: Find the following: x/3 + 9x/5 i. Lim X0 6x/2 - 4x!/4

A:

Q: Find the following: i. Lim →x/+9x/6x/−4x/ ii. Lim →(2x−1)/−3x−5

A:

Q: Evaluate in terms of the constant a.

A:

Q: x² + 3x 14. lim x→4 x² - x – 12

A:

Q: x2 + lx 30 What is the lim I -6 x2 + 5x – 6

A: According to our guidelines we can solve only one question so we are solving the 2nd question for…

Q: Vx +9 lim - 3 x2

A: Given rational function is fx=x2+9-3x2

Q: Find the limit

A: Given,

Q: Find the following: x1/3 + 9x1/5 i. Lim x-0 6x1/2 – 4x1/4

A:

Q: Find the following: x+/3 + 9x+/5 i. Lim- x-0 6x1/2 – 4x1/4

A: Hey, since there are multiple questions posted, we will answer first question. If you want any…

Q: Solve for the lim[e* + x]%. x00

A: Given,           limx→∞ex+x1x

Q: Solve without a calculator: lim (3x + 4)5 as x approaches 2.

A: Given: find the limit of (3x + 4)5 as x approaches 2.

Q: lim (x – 4)

A: Given:           limx→41x-12x-4 Simplify: 1x-12 Cross multiply:               =2-x2x Simplify: x-4…

Q: Given that -3x² + 9x - 5 < f(x) < x² – 3x + 4. Find lim,→-3/2 f (x).

A: Let's find limit of given function.    As per bartleby guidelines only first question was answered.

Q: Find the following: x+/3 + 9x/5 (2х — 1)1/2 — 3 - i. Lim- x-0 6x1/2 – 4x1/4 ii. Lim x→5+ х — 5

A: a)

Q: 1– x2 lim r--00 3 + 2x – x3

A:

Q: Evaluate in terms of the constant a. lim (4ah + 1a) h→ -2

A: Consider the given limit as limh→-24ah+a Apply the limit as limh→-24ah+a=4a-2+a=-8a+a=-7a Hence, the…

Q: B: Find: Vx+4-2 limx0 lim,-

A: Given, limx→0x+4-2x we have to find the limit.

Q: Find the following: x/3 +9x/5 i. Lim X0 6x1/2 4x1/4

A:

Q: Find:

A: Apply the limits. limx→1x2+2x-3x-1=12+21-31-1=1+2-30=00   Applying the limits gives 00 form.

Q: Find the following: x1/3 + 9x1/5 (2х — 1)1/2 — 3 - i. Lim 6x1/2 – 4x1/4 ii. Lim x→5+ х — 5

A:

Q: Find the following: x'/3 + 9x1/5 i. Lim -о бх1/2 — (2х — 1)1/2 — 3 - 4x1/4 ii. Lim x→5+ х— 5

A: the limit is in 0/0 format,so we can use the L'Hospital's rule

Q: Find the following: x1/3 + 9x1/5 i. Lim х-0 6х1/2 — 4х1/4 ii. Lim х+5+ (2х — 1)1/2 — 3 х — 5

A:

Q: X+x-6 lim x+4x+3

A:

Q: Find the following: x1/3 + 9x+/5 х-о бх1/2 — 4x1/4 (2х — 1)1/2 — 3 ii. Lim х — 5 i. Lim х-5+

A: i. Here limit is,

Q: If 8x – 19 < f(x) < x² + 4x – 15 determine lim f(x) x→2 What theorem did you use to arrive at your…

A:

Q: find the limit or explain why it does not exist

A: Part (a) limx→0x2-4x+4x3+5x2-14x=limx→0x2-4x+4xx2+5x-14=limx→0x-22xx-2x+7=limx→0x-2xx+7 Now…

Q: Vx + 7x2 lim X 00 5x – 1

A:

Q: Lim 4x+2

A:

Q: Given: lim (x2 + 7x – 5) x→3

A: Let's find.

Q: Find the following I - 6 (a) lim 14- 4 (b) lim 1-3 27 - r3 (c) lim z-6 (x – 6)6

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.