3m2 - 4mn + 5n?, 4m2+ 3mn +n², 2m² + 6mn + 2n2 9m2 + 5mn + 8n2

Q: b) (-1)"3n² 4n²–1 n=1

A: We will use root test.

Q: 6. Σ. 4n² - 9 n=1

A:

Q: perform the indicated operations. (6n2 - 4) - (5n2 + 9) - (6n + 4)

A: 6n2-4-5n2+9-6n+4

Q: 2n? — п +9 Зп3 + 2n - 11 n=1

A: In this question we using Comparison test limn→∞unvn

Q: What is the sum of-3x-7x+9 and-5x +6x-4? 1) -&x-x+5 2) -8r-x+5 3) -&x-13x+ 13 4) -8r-13x +13 O…

A:

Q: 8. 2x, - X2 X- 3x, + x, = -2 -+ x - 3x, - -6 2

A:

Q: -6n-2n=16

A: NOTE: Refresh your page if you can't see any equations. . the given expression is

Q: 4. х-5у%3D5 4х -11у %3 29

A:

Q: -4 -2 3 -2 -2 -2 -7 2 -6 Ax2 6 1 12x2 1

A: Complete the given calculations to verify that λ1, λ2, λ3 are the eigen values of A and x1, x2, x3…

Q: 3.) 5v2 - 4lv- 36 9= 6.) 6x2 - x – 12 9.) 7n2 + 15n- 18

A: (3) To factorize: The expression 5v2-41v-36. Calculation: The product of 5 and 36 is 180, therefore…

Q: 1) 2r-7 -19 2) 를 +5-12 3) 클로 - 5 -4

A:

Q: n-6=5

A: Here we have to find the value of n =?  3n-6=5n

Q: 9-8 b) (64p q 5-4 4p q - 3

A:

Q: 49m-3n*p7 -34n7 -7nºp-3

A: Given that: 49m-3n4p7-7n6p-3

Q: U8n-2 U8n-6 U8n U8n-2 + U8n-4 + U8n-4-U8n-6

A: To solve the below equation for u8n. u8n=u8n−2+u8n−4+u8n−2u8n−6u8n−4−u8n−6

Q: 1 (4x-12)" | (-3)2+" (n² + 1) n=0

A:

Q: Bolve * LOB3X + 3inxt é Ars: 1 = De B o83X -3_8in2 18 3x m , 18

A:

Q: k(6) = %3D 7- 6+ 5- 4+ 1+ -7-6 -5 4-3 -2 1 2 3 4 5 6 7 -2+ -3 -4+ -5 -6- 321

A: To find k(6)

Q: 2n - 1 Σ n2 +n + 4 n=1

A:

Q: 7m-7-6m-16=1+14m

A:

Q: -4-3|4-4*2|

A: This is a basic question including a modulus function. in this |4-4*2|=|4-8|=|-4| Modulus function…

Q: 3.) -бп — 20 %--2n + 4(1 — Зп)

A: solve the following

Q: 3n2+7, 1) { 2) {(2 – )(3 + )} 2en+2' 2n.

A: Limit of sequence: Let <bn> be sequence of real numbers and l be a real number, then we say l…

Q: 4. 2 -2 1 0 23 -3-

A:

Q: (2a²b-3 [13] -2 (8x²y² -3a²b 3 Work: 3. 9.

A:

Q: (n° -9n? +16n-8)÷ (n-7)

A:

Q: If 3 does not divide n then 3|2n^2+1

A: .

Q: 3. Find -34+ 6B. -3 5 -6 -2 B = 6 %3D %3D 9 -5 3 2 -1 -6

A: Given:        A=-35-69-53        B=-2672-1-6        3A=3×-35-69-53          3A=-915-1827-159…

Q: 2) (-17) + (-22) + (-27) + (-32)..., A) -224 B) -448 C) -217 D) -218

A:

Q: V5n – 10 = n- 2

A: Square both sides and solve the quadratic equation to get the value of n.

Q: 12-(6-3)+2

A: 12-(6-3)+2 Please see below details

Q: 5×-12y=-34 -8×-2y=12

A:

Q: Simplify:  (1 − 3n4 − 8n3) +(7n4+ 2 − 6n2 + 3n3)+(4n3 +8n4 + 7)

A: Given expression

Q: N 9x2 + 9x -4 I 20x² + 47x+24 T -16x² + 10x-1

A: Evaluate.

Q: 3m4-3n+ 2m2-2n2 2+2cmn +cn? cm 4m-4n 3 6m2+6n2 4m2+4mn+4n?

A:

Q: (-1)" + 2,3 an n3 + 4n2 + 6

A: we have to find limit

Q: Find I(3/2), I(-1/2), and I(-3/2) in terms of n

A: Γ 32=∫0∞t32-1e-tdt=∫0∞t12e-t=0.282π

Q: U8n-6 U8n-10 U8n-4 = W8n-6 U8n-8 - U8n-8-U8n-10

A: We use given terms to find required term.

Q: Find the value of n. 1. 4n+3 2n - 16 2.

A:

Q: 26. 2k2 – 5k – 18 = 0 28. 14b? - 2 = -3b

A: 26) Given: 2k2-5k-18=0 The solution of the given quadratic equation is given as,…

Q: -2w-6(-6x+w)+6x

A: To simplify the following expression.-2w-6-6x+w+6x

Q: 2n 2 3n2 +4 n=1

A:

Q: 4-3 = (-4)(-4)(-4) %3D =-64 yes O no

A: use exponents property to solve such problem

Q: 20. 9m 6n30n+ 6n)

A: We have to find the value of 9m-6n-3(m+6n)

Q: b) Enel 1-3-5 (2n-1)

A: We find radius of convergence and interval of convergence of the given power series.

Q: a)(6n2– 3n + 9) - (n² + 3n – 5) b) (15a – 3w + 7) – 2(2a – 9) + (3w – 15a)

A: a) Given:         6n2-3n+9-n2+3n-5       =6n2-3n+9-n2-3n+5 combine like terms…

Q: 1. 9v3 + 23 + 5V3 2. 2/1ī - VIī + 3V11 3. 3y? - V12y²

A: "Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…

Q: 2m=-6n-5; n=1,2,3

A:

Q: 3. (4m2 + 2n) (4m2 - 2n)

A:

Q: -2 -4 4 Г-2 —2 If A = -3 4 2 and B -3 -2 then -4 -2 -4 4 -1 -4 A+B=

A: Given, A=-2-44-342-4-2-4   and B=-2-20-3-224-1-1 We have to find A+B.

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.