(2x- 1)1/2 – 3 Lim X-5

Q: O Find Lim メー→2 2- (2X 2- x X +2

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

Q: (a) 5x-3 - 4. (i) Lim x-0 2x-2 +9 (х — 3)2 (ii) Lim X-00 x2 — 2х-3

A: To find the limits

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: х-2 (d) lim x→3 x+3

A: Given: L=limx→3x-2x+3 For evaluating given limit, we put x=3 in given expression

Q: x² + 6x + 5 lim X--1 x +1

A:

Q: A) Vx2 +8-3 lim x-1 x+1

A: By using l'Hospital's rule we solve the given problem as follows :

Q: Q. 1. Evaluate the following -x* +3x +5x –-18 lim a) 5x2 – 2x-0.5 Vx² +15 - 4 b) lim- x-1

A: Part a,Given,          limx→∞-x4+3x3+5x-185x2-2x-0.5

Q: b. lim x->0+ -3/x 2 X²

A: A limit is a value that a function approaches as the input approaches some value. Limits are…

Q: 4 x*-81 Find lim- x+3 2x²-5x-3

A: First of all we will factorise the numerator and denominator separately and then cancel out the…

Q: Vx+11-4 (b) lim- x- 5 X-5

A:

Q: 1. 8x – 27 lim x 2x- 3

A: Here we have to evaluate the following limits,  1)

Q: 21 x² +4x+3 4. Find lim x→1x -5x+6

A: Given query is to find the limit of the expression.

Q: t -9 9. lim- -3 2t +7t+3 1 1 11. lim x-3

A: 9) limt→-3t2-92t2+7t+3=limt→-3(t-3)(t+3)(2t+1)(t+3)=limt→-3t-32t+1=-3-32(-3)+1=-6-5=65

Q: 5x – 2x +1 Find lim 1-3х

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Q: a. lim (3x - 5) x->-1 b.lim x² -9 xxxx²²-4x+3 2 x²-9 c.lim XX x² - 4x +3 2

A:

Q: f(x)- x3-3y 4 t 3x 315 x²† 10x 4+3x315 x†10x lim カー70 Derivation of

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Q: 4. Find the following algebraically. -2x – 4x +4 a. lim x³ – 27 x - 2 b. lim V9x² +1

A: SOLUTION-

Q: 2r – 5x²/x Find lim x5/2 – 3x +1 — Зх + 1 X- 00

A:

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

A: First question: Given: The concentration of the drug is Ct=0.5tt2+29 To find: Use excel or graphing…

Q: x2 - 6x + 8 lim X 2 X - 2 1

A: The objective of the question is evaluate the limit.

Q: (2a+1)(x–2) lim x00 (3x-1)(x+2

A: Given query is to find the limit of the expression.

Q: x* +3x +3x+1 Find lim 2х3 + 3x? —1 х->-1

A:

Q: 3 Find x=x-12 lim. x-7-3 x2+ 8x+15)

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Q: x2 + 9x + 20 x + 1 lim X-1

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Q: Vx2-7х+16-у6 2. lim X→5 (х-5)/x+1

A:

Q: (-1)*k² 3k 3x+4x +5 lim a x + 6x +7 lim 12 00 k=1

A: Given, limn→∞∑k=1n(-1)kk23k=limx→∞3x3+4x+5a5x3+6x+7

Q: V5x+4-3 3) lim X-1 x-1

A:

Q: (2x+1)²-5 lim =? х-0о 2х2+х-1 30 -1

A:

Q: d) (x+27) -3 X lim-

A:

Q: 2x² + x – 1t lim x→-1 x + 1

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Q: x² +x-5 (1) Find lim 1-2x-xr

A: topic- limits

Q: x² – 4x + 3 Find Lim x-0 5

A:

Q: 2. 3X+ 15X +18 lim X→-2 X2+X-2

A: Given that limx→-23x2+15x+18x2+x-2…

Q: 1-Vx-6 lim X-7

A:

Q: (d) lim 1-x-x² x-∞ 2x³ - 3x + 1

A: In this question, we want to evaluate the limit of the given expression.

Q: x' +3x +3x+1 Find lim x1 2x +3x² – 1

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Q: lim as x goes to -3 of (4(2x+1)^2-100)/x+3

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Q: x²+6x+9 4. lim X--3 x+3

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Q: 27-x3 1. lim X-3 5x2-11x-12

A: We have to find the limit of one question as per guidelines Please repost other questions again

Q: 9x +1 lim x – 1 X-00

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Q: 1. Evaluate. ³-2x² +12 a) lim x--2 x² +1 b) lim -8x+7 x-7

A:

Q: Find Vx2 +8-3 lim X-1 x + 1

A: Limits question

Q: 1. lim x-2 (2x + 3)

A: 1. To find the given limit limx→ 22x+3

Q: -3+ Vx2 +8 lim X--1 x+1

A:

Q: (a) 5x-3 – 4 (i) Lim x-00 2x-2 + 9 (x – 3)2 (ii) Lim x-00 X00 x2 7- 2x – 3 2

A: Since there are multiple questions posted, we will answer the first question posted (Problem 4 (a)).…

Q: x2+6x+9 4. lim x--3 x+3

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Q: 3x-2x 7. lim- X0 x2-x 8. lim x→∞ x²(ex – 1)

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Q: Find the limit

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Q: x3 + 2x-3x-2 lim ど→0 -2x+1

A: limx→0x3+2x2-3x-2x2-2x+1

Transformation of Graphs

The word ‘transformation’ means modification. Transformation of the graph of a function is a process by which we modify or change the original graph and make a new graph.

Exponential Functions

The exponential function is a type of mathematical function which is used in real-world contexts. It helps to find out the exponential decay model or exponential growth model, in mathematical models. In this topic, we will understand descriptive rules, concepts, structures, graphs, interpreter series, work formulas, and examples of functions involving exponents.