Multiply.1. (2x^3y^3)(5x^2y^8)                           2. 9b^3(8b^4)(-b)


3. 3y²(y²-2y+3)                                                 4. (x + 3)(x-2)

Answers

Answer 1
Answer: 1. \n \n(2x^3y^3)(5x^2y^8) =2\cdot 5\cdot x^(3+2)\cdot y^(3+8) =10 \cdot x^(5)\cdot y^(11) \n \n 2.\n \n 9b^3(8b^4)(-b) =-9\cdot 8\cdot b^(3+4+1) =-72\cdot b^(8)

3.\n \n 3y^2(y^2-2y+3)=\n \n=3y^2\cdot y^2-3y^2\cdot 2y+3y^2\cdot 3 =\n \n =3y ^(2+2) -6y ^(2+1) +9y^2 =\n \n= 3y ^(4) -6y ^(3) +9y^2

4.\n \n (x + 3)(x-2)=x^2-2x+3x-6 = x^2+x-6







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| 3x | = 9 | -3r | = 9 b/5 = 1

Whats the least common factor of 20,44,88

Answers

The least common factor of any group of whole numbers is ' 1 '.

The greatest common factor of those three numbers is  4 .

Henry can write 5 1/4 pages of his novel in 3 hours how many page can he write in 8 hours

Answers

If you would like to know how many pages can Henry write in 8 hours, you can calculate this using the following steps:

5 1/4 = 21/4 pages ... 3 hours
x pages = ? ... 8 hours

21/4 * 8 = 3 * x
21 * 2 = 3 * x
3 * x = 42
x = 42 / 3
x = 14 pages

Henry can write 14 pages of his novel in 8 hours.

What is the 51st term of the sequence below? -7,2,11,20

What is the 22nd term of the sequence below?
-9,-3,3,9

Answers

first determine whether arithmetic sequence or geometric

both seem to be arithmetic

first one
adds 9
starts with -7
an=a1+(n-1)d
a1=first term
d=common difference
an=-7+9(n-1)
51 term is
a51=-7+9(51-1)
a51=-7+9(50)
a51=-7+450
a51=443

51term is 443




adds 6 every times
starts with -9
an=-9+6(n-1)
22nd term
a22=-9+6(22-1)
a22=-9+126
a22=117
22nt term is 117

Which shows the equation c=a(w/150) correctly solved for the variable w ?

Answers

c=a( (w)/(150) ) 

c=a* (w)/(150)    Simplify \ brackets 

c= (aw)/(150) 

c*150=aw    Multiply \ both \ sides \ by \ 150 

150c=aw   Regroup \ terms 

(150c)/(a) = w   Divide \ both \ sides \ by \ a 

w= (150c)/(a)   Solution

Final answer:

To solve the equation c = a(w/150) for 'w', divide the equation by 'a' and then multiply by 150. This gives us w = 150c/a. This equation represents 'w' in terms of 'c' and 'a'.

Explanation:

To solve the equation c = a(w/150) for the variable w, you need to isolate w on one side of the equation. The goal is to express w in terms of c and a.

  1. First, divide both sides of equation by a. This gives you c/a = w/150.
  2. Then, multiply both sides by 150 to solve for w. This results in w = 150c/a.

So, the equation solved for w is w = 150c/a.

Learn more about Solving for a Variable here:

brainly.com/question/35263223

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How many square feet of paper do you need to cover a cube with a side 10 in. long? Round your answer to two decimal places.A. 4.17 sq ft
B. 86.40 sq ft
C. 6.94 sq ft
D. 82.52 sq ft

Answers

Answer: A. 4.17 sq ft

Step-by-step explanation:

The total surface area of cube is given by :_

T.A.=6(side)^2

Given: The side of cube = 10 in.

We know that 1 feet = 12 inch

1\ in.=(1)/(12)\ ft

Therefore, the  side of cube =10*(1)/(12)\ ft=(10)/(12)\ ft

Then the  total surface area of cube is given by :_

T.A.=6((10)/(12))^2\n\n=6((100)/(144))\n\n=4.16666666667\approx4.17\ sq\ ft

10 in = 0.83 ft= (5)/(6) ft\n A=6* ((5)/(6)) ^(2)=4.17

So the answer is A. 4.17 sq ft.

Solve for x. ax+bx=21

Answers

ax + bx = 21

factor out x

x(a + b) = 21
x = 21/(a+b)
ax+bx =21
on factorising x, we get
x( a+b) =21
x = 21/a+b