se, Special Rigntmitsing variables. 2 60 11. 30

Q: 9. 9. m<C = 62° 34 AB = В ВС %3D

A:

Q: bosignment Solut 2 (ogx + 3 lo9 03 Y=16 U5 *2 legt 3og R 61

A: Given a 2log5x+3log3y=16b 3log5x-2log9y=2

Q: 10. 12 + y? +I+3y + 2 I– y = 0

A: Given

Q: 7. Evaluate (5 – x)dA where R {(x, y) : 0 < x < 5,0 < y < 3}

A: Double integral

Q: 7. 20

A:

Q: 3. NM 4. XZ 5. NZ 10.2 5.6 6. MZLMN 7. MZYXZ 8. MZXLM N 29°

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

Q: 2/2 for the Cicicu Halves 2 2 = halves 0 = halves 1 = halves 2 = 1 = 2 2 1

A: We need find the halves

Q: (ス43メー2).8i㎡(2 hx) Simer 2

A: To find the derivative.

Q: (x? — 2х — 3) у" +ху'+4у %3D 0; хо — 4, Хо 3 — 4, хо — 0 Хо — 4, хо — - 4, хо — 0 |

A:

Q: 2) O) by use chong of variables find

A: we have to find the following Integral

Q: b) Ab ten YOU You tham Probe bi Orobabili

A: Let the random variable X be the number of times the fair six-sided die rolls the number 1 out of 10…

Q: 16) m22 %3D 4х — 2 2 68°

A:

Q: Bonus Home work O Show why the erfla) + erfe (x ) = 1 is satis fied ?

A:

Q: 4 (ii) 16 | at + 15.

A: Step-1 1)16|a4+15

Q: 25. х%3 y = z = 99° 58% 38 II

A: Given problem:-

Q: 3. (Va² +1)* dz. Evaluate

A: Write radical in the form of fractions.

Q: = 8.4 When 3.2 22 6 ? %3D what is the value of r+ 5.2 В. 11.6 С. 26.88 А.

A:

Q: Mary bought 3 hamburge costs $0.75. Tax is include of one hamburger? O $1.50 O $2.00 O $2.50 O $3.00

A: Given: Mary bought 3 hamburger and 2 soda for $7.5  A soda cast is $0.75 To find the hamburger cost?

Q: * – 5 = 10 2(r- 5) = 20 Given а. ? х — 10 %3D 20 b. ? x= 30 с. ?

A:

Q: У-10у, + 10у2 + 5 98 20 y'2 = -Y1+5 ½ +3 y', 10 31+15½ %3D

A: In this question, we solve the non-homogeneous system of differential equation

Q: 2 Зи Find the LCD for 2u? — 20и + 18' 2и? — 18и + 16

A: We have to find the least common denominator for -  22u2-20u+18, 3u2u2-18u+16

Q: (2a")(4a°)? 24a" 13 17

A:

Q: T = (5, 7, 3, 8, 1) %3D 4. II *: =? Xi i=2

A: ∏i=24xi=7×3×8         =168

Q: *(2 + 16) (a + 8)(x + 4) 16 where z # a + 8 Submit Question

A:

Q: a = 12, b = 16 %3D C 12 16

A:

Q: Evaulate: 2 (5æ*y?)d.rdy

A: Given that, ∫02∫0y5x3y2dx dy

Q: 2х + 5у — 2 — -7 х — у +42 3D 18 х+ 2у + 32 —D 11

A:

Q: Follow th cubes ar 1. Tens Ones T. 2. 4 9. 22

A: Adding the given two numbers

Q: afitwat [2メ 5412 5. 42 コ- the value of Y= ①メ21/2 1/2 %3D メ21 y22 ④ メニ =2

A:

Q: 18. a1 1900, r = 0.1 %3D

A:

Q: 45 15/2 y X = Y = Z = 9. II || || х я N

A:

Q: Y= 10. y 11. 18 メy 15 12 13 ス|7 311 Is -6 3. 415 1 2 3 4 5 6 x

A: Please refer to the image below

Q: 8. 3 Choose 1 answer: A X = x = V32 V55 X = x = 5 Stuck? Use a hint.

A: The triangle is right angle triangle. So, we will use the Pythagoras theorem.

Q: a² + 2ry – y? + 2² = 7, Po(1, –1,3)

A:

Q: 5. Given A = 71°;B = 51°;a = 9.8, b=? %3D %3D

A: Topic = Triangle

Q: 16 : = 16 – x² – y? 2 y = 4x – 2 y = 2Vx

A: The figure given is the wedgelike solid. It is bounded by the surfaces z= 16-x2-y2,  the curve y=2x…

Q: 7. If AHBN- ALYR, find the value of x. x+11 28 Y 21 H. 3x- 7

A: If triangles similar then their corresponding sides are proportional and angles are equal

Q: 4) differrntiate g)こ区 e 8) fLe) 4+€7

A: Since you have asked multiple questions in a single request we would be answering only the first 2…

Q: Given AVXY and AVWZ, what is VW? 62.5 50 80 VW = %3D О 37.5 О з0.25 O 104.2 O10.75

A:

Q: 15. 3 4 5 P(x) 10 ? 10 -/- 2.

A: Here use basic probability rule  Total probability always equal to 1

Q: - 1 £ 15 s² +64

A: Here given Laplace function is 15s2+64

Q: 5): Evaluate: 6 (12t³ – 12t² + 15)dt

A:

Q: 3n an %3D (n + 3)! 3, 이2 이825 3유 m유 II

A:

Q: 2(15 + q)= blank + 2q

A: 2(15+q) =____________+2q Here we are suppose to find the value of blank.

Q: S=163E + 25 I. 5.3 3 4 9. 10 11 12 t. 6/78

A:

Q: N. Given AVXY and AVWZ, what is W? 62.5 W. 8. Review progres

A:

Q: Y 17 16 141 13] 75432m0イ2 5 1617 11 121 1回1 -4 -7 210

A: The given line passes through (-3,-4) and (5,5)

Q: 5 + CSC θ =D 3 +-. csc 6 4 6) T 3π A) 4 4 TT 5T B) (야 T 37 C) π 2π D) 2 3.

A: Note: As per our guidelines, we are supposed to answer only one question. Kindly repost the other…

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.