4k 5 k = 4 5m + 2n m = 4 n=3 5 x m m= 2

Q: a) Find m L4 1/2 -> 3/4 120 5 6/7 .

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

Q: M R (5x-18)° N (4x + 7) P Q

A: We can find the value of x as below.

Q: Q6/ Find the determination 2 1 5 A 3 1 - 2

A: Since you have asked multiple questions in single request so we will be answering only first…

Q: b) Find L- 2s2-4s+20 s+2

A:

Q: C=3/7 (bw+x) for w

A: The given algebraic equation is,

Q: S. P. What is mzP? R. (4x-10)° 132° P((4x+2)° (5x-11)° 128° mzP =

A: Here we will find the m<P,

Q: P(z<2.25)=

A: Given Information: To find out Pz&lt;2.25

Q: m) 2²+19x +35. o) ³+ 6x² + 5x + 30. n) 3x² - 2r-8. p) ³3x² + 4x - 12.

A:

Q: h(x) = 2" (3ª + 4*)

A:

Q: Determine: 2s2+10s . С-1 l(s²-2s+5)(s+1))

A:

Q: 2k 5) 9k 2cs 6) 7c's

A: To solving the power of 5 and 6

Q: nat r12 2 d.x Vx² – 8x In (7+ 4v3) -

A: ∫8122x2-8xdx=2∫8122(x-4)2-16dx...... (by making complete square)  now let    x-4=tdx=dt and limits…

Q: P(Z < 2.12)

A: We have to find correct answer..

Q: 7 k(x) = 2r2 - 3Vã, then k(9) is 1) 159 2) 153 3) 315 4) 307

A: given function as k(x) = 2 X2 - 3 x  k(9) = ?

Q: N +2 t4 3 V

A: "Since you have multiple questions, we will solve the first one for you. If you want any specific…

Q: 6. P(1.13 < z< 1.39)

A: Hi! Thank you for the question, As per the honor code, we are allowed to answer one question at a…

Q: Find the value of x. D. 5x+ 3 56 40 4x-3

A:

Q: 3. k+ 4 8 m 11

A: Follow the procedure given below.

Q: 8. Find GH. 3r-4 9x-59

A:

Q: (a)2承+2 (b) k=1 1+ 16k²

A:

Q: Find L{ (5 t2n+1 4) *}

A: Find L5t2n+1-42 Formulae used areLtn=n!sn+1L1=1s

Q: 6. g(z) = z² – 3z–10

A: We have, gz=6z2-3z-10 On calculating factors of denominator part by splitting the middle term, we…

Q: (x³y)−¹ (x²y³) (x²y-3)-² √25m-12 √25 m ¹0 (9p 6p² for p = 3

A: Given probelms- x3y-1x4y3x7y-3-2-1 25m-1225m10 9p-2126p2

Q: D^(3+1) (D-2)^(7+1) y = 48e^2x

A: Put D=m then solve it.

Q: 7) m + 2m - 24 8) x - 4x + 24 9) - 13k + 40 10) a'+ 11a + 18

A: Given, Find factor of given  equations 8.)x2-4x+24 9,)k2-13k+40 10·)a2+11a+18

Q: Find the domain of

A: The function is given as hz=3z-16z-7

Q: K K 10 7xー 12. 12- M 3x +6

A: that is 7x-10=3x+6 4x=16

Q: 2 213 + 8k² + 6k k=1

A: 5/24

Q: 2t/t-2 = 4/t-2 +1

A:

Q: qs 4 subpart a b

A: Given  Treatment 1 (yellow) n=9 M=8 s=1.22   Treatment 1 (blue) n=9 M=13 s=1.22

Q: p(1) = 4t - 5: Find p(t-2)

A: Given pt=4t-5

Q: Yk = B1(k) – 1/½B2(k) + /½B4(k) + A1,

A: We have given the particular solution by equation (2.63). yk=k-1-kk-12+k-12k22      from (2.63)

Q: Find NM K 16 L х :-34 N M x+3

A: The explanation of answer as follows :-

Q: D -7 = -9+ V12 – a 2) 0 = 4v-6 –n 3) 7v12x + 4 = 56

A: Given equations are  (1) -7=-9+12-a (2) 0=4-6-n (3) 712x+4=56

Q: ||3–x²||1,0.5F 3

A: It is known that fx=maxx∈E fx. This implies that,

Q: 4. P(x)-12x+13x2-1; r-1

A: Topic =Polynomial

Q: K 4x + 9 11x - 61 M L.

A:

Q: 12. Find MZXZW. W (5X -8)° R (x + 20)°

A: #12 The given figure is a rectangle We find the value of x with the help of property of the…

Q: N T (1-z-¹) 5 3 1 2 1 <2 시리<

A:

Q: dz (e2z – 1)2

A:

Q: Given: F = 3î + 2ĵ + 7k; Ġ = 6î + 5ĵ – 4k; H = î + 8f

A: Given,                F⇀=3i^+2j^+7k^G⇀=6i^+5j^-4k^H⇀=i^+8j^

Q: k+ 2W+メ+4+2 =5 サ W+ 2x + =

A:

Q: 4 V75x° y z V75x³y

A: The properties of the radicals can be used to solve the expression. According to the properties of…

Q: c) x² + 2x-24 S

A:

Q: ÎM 8. k = 1x*

A: U need to Since you have asked multiple questions in a single request, we will be answering only the…

Q: Find L 8-10s [(₁ + (s + 1)(s - 2)²

A:

Q: L{2t³e } -4t } 12 (s-4)2 12 (s+4) 16 (s-4)* 16 (6+4)

A:

Q: 10. Find x. D 5x +23 C 8х — 19 B.

A: In the given figure we have to find the value of x. There is a circle and two lines are there. lines…

Q: >(5k – 240) k=1 3.

A: Note- Since you have asked multiple questions, we will solve that particular question asked by you.…

Q: 1 p² - 5p + 6 р2 — 7р + 12

A:

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.