Which statement is the following a counterexample for?2 ∙ 11 = 22

A.If you multiply two numbers greater than 5, then their product is greater than 25.
B.If the product of two numbers is even, then both numbers must be even.
C.If x ∙ y = 1, then x or y must equal 1.
D.If two times a number is greater than 16, then the number must be greater than 9.

Answers

Answer 1
Answer: I believe the correct answer is C.

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a,square garden is 10feet long. how much willit vost to install a fence around the garden if the fence vost $1.75 per foot

Answers

perimiter is 4s since square is 4 equal sides

s=10
P=4*10=40 feet

40 times 1.75=70


$70

Which of the following statements are true of literal equations? (mofre than 1 answer)They consist primarily of variables.
They are often called formulas.
They mostly use words.
They often describe real-world relationships.
They are hardly ever used.

Answers

The correct answers are:


They consist primarily of variables.

They are often called formulas.

They often describe real-world relationships.


Explanation:


Literal equations are defined as "equations in more than 1 variable whose variables represent specific quantities."


This means that literal equations consist mostly of variables.


Since the variables represent specific quantities, this means they typically represent real-life situations.


Since they represent real-life situations, these equations are often formulas for things in the real world (such as area, volume, perimeter, circumference, etc.)

The literal equations are those which made use primarily of variables to represent known values. These equations allow the use of variables instead of the true distance, time, slope, interest, etc. With literal equations, we are often asked for the value of one of the variables in terms of the other. Hence, the answer to this item is the first and the second one.

What is the common difference between successive terms in the sequence?0.36, 0.26, 0.16, 0.06, –0.04, –0.14,

Answers

the common difference between successive terms

To find the common difference we subtract the first term from second term

0.36, 0.26, 0.16, 0.06, –0.04, –0.14,

0.26 - 0.36 = -0.10

0.16 - 0.26 = -0.10

0.06 - 0.16 = -0.10

-0.04 - 0.06 = -0.10

-0.14 - (-0.04) = -0.10

We can see that the common difference is =0.10

the common difference between successive terms = -0.10

The correct answer is:

-0.10.

Explanation:

The common difference between successive terms in a sequence is the number you add to each term to find the next one.

To find this number, you can subtract the first term from the second, the second from the third, and so on:

0.26-0.36 = -0.10

0.16-0.26 = -0.10

0.06-0.16 = -0.10

-0.04-0.06 = -0.10

-0.14--0.04 = -0.10

The common difference is -0.10.

Graph h(x)=8 I x+1 I -1.

Answers

Answer:

search it up its there

Step-by-step explanation:

What are the real imaginary solutions of the polynomial equation?
x^3=216

Answers

When you look at it, you would wonder why this equation is considered to be a polynomial where in fact there is only one factor. The only reason to explain this is that the other factors have zero as the coefficient. On another note, to answer this problem, we need to get the cube root of 216 which is 6, which is also the answer to this problem. 

If a plant manufacturing carpet backing has a cylindrical tank that is 3 meters high and is 6 meters in diameter, what is the volume of the tank? Assume 3.14 for pi.A)28.3 m^3
B)37.7 m^3
C)56.5 m^3
D)84.8 m^3

Answers

V = 3.14(r^2)h
V = 3.14(3)^2(3)
V = 3.14(9)(3)
V = 3.14(27)
V = 84.78 m^3
V = 84.8 m^3

The answer is D.