6 S 3 (x4Y4) 2 (X2.82) (X3 X3) 0 B What is the area of the quadrilateral below in square units? 6-

Q: 11. Given: Conclusion:

A: As per our guidelines, I have solved one question ( Question number 11). If you want solution of…

Q: (−2x4)(2x5y)

A: Finding the algebraic product

Q: E H B D 15 K a. If AE = 4, how long is the corresponding distance in the second figure? Explain or…

A: As we can see that they are forming a scaled copy of each other  the distance of AB=6 and HL=15 and…

Q: (水ー1(4K+3)

A:

Q: 5. 1 de 9+x2

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

Q: Given (−x+2)^4 then the 5th term is:

A:

Q: What is the exact value of tan 14 3 ?

A:

Q: -10(x-7)– 7(x+ 2)

A: i -10x-7-7x+2=-10x-10-7-7x-72=-10x+70-7x-14=-17x+56

Q: Write the general term for (6x + 2y)*". 10

A: The given expression 6x+2y10 contains a sum of two terms, so it is known as a binomial. Compare the…

Q: YouWhy is it 8×1/2 and not 8-1/2? Please explain. Thank you. Phi(8)=8(1-1/2).

A:

Q: 2. 5(3x + 9) -2x = 15x-2(x-5) %3D

A: given: 5(3x+9) -2x = 15x – 2(x-5)

Q: 256 = (1/4) 3x +2

A: We have to solve the given equation. Using am=1/a-m and (ab)m=ambm

Q: 18 = 4(3)4x-1 C.

A: Then take ln on both sides

Q: (x+8)2=7

A: Given: (x+8)2=7

Q: 8. Multiply the following: a. (x3)(x2) = b. (x7)(x10) = c. (2s4)(-6s5) = d. (-30x)(3x) =

A:

Q: 2(3x + 6) = 8

A: Given equation, 2(3x+6)=8

Q: What is 3 3/3x 2 2/2

A: To find: 333× 222

Q: Please help

A: Given an equation in x as shown below.To solve for x we make x as subject by performing the…

Q: (2x2 + Зу? %3D 21 4. (Зx 13x2 – 4y2 = 23

A: We multiply the first equation by 4 and the second equation by 3 and then add them. 4(2x2+3y2=21) →…

Q: (x+3)4=140

A: The given equation is  (x + 3)4 = 140

Q: Find the coefficient of the term s6 t6 when the expression (2s -t)12 is expanded.

A:

Q: (6x−1)(3x+2)

A: Given: To simplify the expression (6x−1)(3x+2)

Q: R. (3x + 5) (91- 17)*

A: We know sum of opposite interior angles of parallelogram is equal to 180°

Q: (x+2)2=86

A: First, take under root on both sides of the equation.

Q: Find 2 2 4 xydydx.

A: