81 is 54% of what number

Answers

Answer 1
Answer: (54/100)*x = 81 => x = 8100/54=> x = 150;
Answer 2
Answer: The answer is 150. U can u is/of = %/100 try that next time

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An open box will be made from a rectangular piece of cardboard that is 8 in. by 10 in. The box will be cut on the dashed red lines, removing the corners, and then folded up on the dotted lines. The box needs to have the MAXIMUM volume possible. How long should the cuts be?A) 1.5 in. B) 5.8 in. C) 52 in. D) 80 in.

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Answers

D. 8 mm by 10 mm by 4 mm
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Write each number as a power of given base.8/27;base 2/3

Answers

Suppose x=log(8/27)with base 2/3

Then,

(2/3)^x=8/27

(2/3)^x=(2/3)^3

So, x=3

Hence, the value of log(8/37) under base 2/3 is 3.



A zoo keeper wants to fence a rectangular habitat for goats. The length of the habitat should be at least 80 feet, and the perimeter of the habitat should be no more than 300 feet. a. Write and graph a system of linear inequalities

b. Write two possible solutions:

Answers

In inequality system, for the zoo keeper fencing, the greater than sign used for at least word of habitat length and less then sign used for no more than word.

  • a) The system of inequalities for the given problem is,
  •     x\geq80
  •     y\leq-x+150
  • The graph which shows the inequalities of is attached below.
  • b) The dimensions for two possible solution are 90 ft by 20 ft and 110 ft by 30 ft.

What is linear inequality system?

Inequality equation is the equation in which the two expressions are compared with greater than, less than or other inequality signs. The system having linear inequality equations is called the linear inequality system.

Given information-

The length of the habitat should be at least 80 feet.

The perimeter of the habitat should be no more than 300 feet.

Suppose x is the length of the rectangular habitat and y is the width of the rectangular habitat.

As the length of the habitat should be at least 80 feet. Thus the value of x should be more than or equal to the 80 feet. Therefore,

x\geq80

Perimeter of the rectangle is twice the sum of length and width. As the perimeter of the habitat should be no more than 300 feet. Thus,

2(x+y)\leq300\n2x+2y\leq300\ny\leq-x+150

Hence, the system of inequalities for the given problem is,

x\geq80

y\leq-x+150

The graph which shows the inequalities of is attached below.

As in the graph attached below shown the area which can be gives the solution for the given system. We take two points as, (90,20)and (110,30).

Thus the dimensions for two possible solution are 90 ft by 20 ft and 110 ft by 30 ft.

Hence,

  • a)  The system of inequalities for the given problem is,
  •     x\geq80
  •     y\leq-x+150
  • The graph which shows the inequalities of is attached below.
  • b) The dimensions for two possible solution are 90 ft by 20 ft and 110 ft by 30 ft.

Learn more about the linear inequality system here;

brainly.com/question/17724536

a. Write and graph a system of linear inequalities 
Here's the equation of a system of linear inequalities.
x >= 80
2x + 2y  <= 300 -----> y <= -x + 150

For the graph, it is attached as image.

b. Write two possible solutions:These are the two possible solutions to the given equation of linear inequality.

90 feet by 20 feet
110 feet by 30 feet.

Need help on m number 2 please

Answers

so the qustion is which of these shos the commutative property
the commutative property of multiplication is
note:ab=a times b=a(b)

so a(bc)=(ab)c

first choice: 4.1 times (6.2 times 5.0)=(4.1 times 6.2) times 5.0
this is obviously the right answer A is the answer

B
2.7 times 1=2.7 this is the identity property of multiplicaiton, anything times 1= same thing


C 7.2 times 0=0 this is the 0 property of multiplication

D. 8.5 times 0.4=0.4 times 8.5
this is the equality property

the answer is A

. Solve the equation.
6r = –48
(1 point)
–8
8
–54
–42

Answers

r = -8 because 6 x -8 = -48

Can you solve this?
1+cot^2θ=csc^2θ

Answers

the equation above is a "pythagorean identity", and therefore, the left-side is indeed equal to the right-side.

what are the values of θ that make the equation true?  well, all possible angles.