Eg. 36 x₁ ~ Belà (M₁, M₂) and X₂ ~ Belä (n₁+1, M₂), the distn of U = √√√××2 If independently,

Q: Find a + b, 2a + 3b, |a], and la – bl. - a = 5i - 4j + 3k, b = 2j - k a + b = 2a + 3b = |a| = |a -…

A:

Q: √(√3+)dx Select one: OA. OB. OC. OD. ³/2-² + 4x¹/2 + G ³/2² + 4x¹/2 + G ³/2² + 4x¹/2 - ³/2x² + с +…

A:

Q: abc and dbf are vertical angels, with m abc=4x and m dbf= 96x-12)

A: Here we find the abc and dbf are vertical angels.

Q: 10. Find the principal root: (√15625r12g18) 2

A:

Q: S(12 ) for √2x + 2x + 2√2x+...

A:

Q: If m<1 = 6(3x+1)-2, m<2= 3(x+2)+9, and m<ABC= 5(3x+5)+6, find x and m<ABC.

A: Given,           ∠1=63x+1-2           ∠2=3x+2+9            ∠ABC=53x+5+6

Q: Show that 2 (-r × B)² = (r² B² – (r. B)²) And, further that r² B² (r. B)² = B² (x² + y²) - If B = B₂

A:

Q: 222-10x +r is devided by (xt2), the remaindler e same as when it is divided by lar+3). of to

A: The given question is solved below.

Q: 1. Simplify: 3a2b3 a) b) 4.x2 z 3 V 20c16 d25

A:

Q: 8. Evaluate (a) J₁2-2 22+2+d; (b) J₁2-22²-22-3dz

A:

Q: y = √√3x²-2 5x

A: y=3x2-25xformula used is d dx(ab)=b×dadx-a×dbdxb2d dx(xn)=nxn-1d dx(constant)=0

Q: 3x Calculate: dx (x² + 2)² 3 а) + C 4 (x² + 2)² 3 + C x² + 2 b) 3 c) +C 4x2 + 8 3 + C 2x2 + 4 d) 1…

A:

Q: b) Suppose x # 2. Find dif dx In y = In (x - 2)² √x² +1

A:

Q: V1-y² -1 0 kpxpzp (,x + zA),I „«-,S

A: The given integral is: I=∫-11∫01-y2∫0x y2+x2 dz dx dy

Q: Evaluate. 1 6 x dx V16 +3x2 0. V19 A) B) 2/19 -8 C) V19 -4 - 2 D) -219 +8

A:

Q: x = KISS Comb 3 2 15.708×10²³ ± √(15.708x10³)² - 4x150 (-7.5398x106) 2x 150

A:

Q: 8. What is the quotient of (4/80x5) + (/5x) B. 16x А. 8х C. 4/16x4) D. 16x) 10. Which of the…

A:

Q: Q4 Determine i) S Inßx x²dx Sax+8 ii) çdx x²+4x4B

A:

Q: 7. Approximate (22 + 3) dz using four rectangles and the left endpoint method.

A:

Q: (8) To evaluate f √√x²-49 x -.dx we substitute x = A)7 sec8 B) 7sine C) 7tane D) 7cose

A: We need to fin the substitution for 'x' to evaluate the integral: ∫x2-49xdx

Q: S(10) for √3 - 3 + 3√3+...

A:

Q: Even-degree polynomials can have how many absolute maximums or minimums? 1 2. 3. 1 2 3

A: Since you have posted multiple questions i can do first question as per our company guidelines…

Q: y = (2x+5) (x-4) y = (4x³- 5x)³ 11. y = 10. ƒ(x) = 2x-1 x+6

A:

Q: 1. S(√t -√√² + √√³) dt

A: solution ) ∫ ( t - t2 3 +t35 ) dt = ∫ ( t1/2 - t2/3 + t3/5 ) dt  we know that  ∫xn = xn+1/n+1  = (…

Q: can you expline this step

A:

Q: 3. Which of the following is equivalent to 4a2- 25b6 ?

A:

Q: Evaluate dxdy √√3x + 4y over the rectangle [0,3] × [0,4].

A: We find required integral by using Fubinis method.

Q: uppose you have the population value 50 and 80 and that their corresponding z-scores respectively.…

A: Given Data: Population value=50 and 80   we also know the corresponding z-score

Q: Find the quotient of (2√3+2i)(-4+i) 2 (1-√3i)

A: Solution

Q: rel= = 0A 15, x² = 4(4x² - 1) If, 2 Prove that, x = √√5 +√√3

A:

Q: fG) Solve LI4 45(x-4) X-1 4J6C-4) X2-1

A: We solve the limit of given function.

Q: Hiw: Find Eiqunhlues and Eig envac tors ofa 2x2 metrir If A-

A: Given A=01−2−3 The eigenvalues of A are the roots of the characteristic equation detA−λI=0…