y=-2x + 4 3y + 6x = 12 O One Solution O No Solutions o Infinitely Many Solutions

The order from least to greatest is -4.7,-4,-31/8, [tex]-3\frac{1}{8}[/tex]

A fraction represents a part of a whole.

The given integers are -31/8,-4.7, -4 and -3 1/8

Now let us simplify the fraction values

-31/8=-3.875

-4.7

-4 and

     [tex]-3\frac{1}{8}[/tex]=-24+1/8=-23/8=-2.875

As there is a negative sign, the smallest number with negative sign will be greatest and largest number with negative sign is smaller.

So -4.7,-4, -3.875, -2.875

-4.7,-4,-31/8, [tex]-3\frac{1}{8}[/tex]

Hence the order from least to greatest is -4.7,-4,-31/8, [tex]-3\frac{1}{8}[/tex]

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we have that

the diameter is two times the radius

so

in this problem

D=2r

D=2(4)=8 cm

GIVEN:

We are told that in a certain class, 3 out of 24 students are in student organizations.

Required;

What is the ratio of students in student organizations to students not in student organizations?

Step-by-step solution;

We shall begin by dividing the entire students into the two given groups, and that will be;

In student organizations = 3

Not in student organizations = 21

Total number of all students = 24

To determine the ratio of one value to the other, we express them as follows;

Therefore, to express the ratio of students in organizations to students not in organizations, we will have;

ANSWER:

Therefore, the correct answer is option B

Answer:

Monomial

Step-by-step explanation:

A polynomial that consists of exactly one term is called monomial.

Examples are 3, 10x², xy,...

So the answer is: Monomial

You flip a coin and roll a die. The table shows the sample space.

1

2 3 4 5 6

Heads(H) H-1 H-2 H-3 H-4H-5H-6

Tails(T) T-1 T-2 T-3 T-4 T-5 T-6

What is the probability of getting a head or a tail and an

even number?

we know that

The probability of an event is the ratio of the size of the event space to the size of the sample space.

The size of the sample space is the total number of possible outcomes

The event space is the number of outcomes in the event you are interested in.

In this problem

the size of the sample space is (6+6+6)=18

the size of the event space is equal to (6+6+3)=15

REmember that an even number are (2,4 and 6)

so

the probability is equal to

P=15/18

simplify

P=5/6

therefore

we have

12x+18

REmember that

12=(2^2)*(3)

18=(2)*(3^2)

substitute

(2^2)*(3)x+(2)*(3^2)

Factor (2)*(3)=6

6(2x+3)

therefore

the answer is

We know that 1 cup is equivalent to 8 fluid ounces. Then, we can establish the following rule of three:

Then, by cross multiplying these quantities, we have

By dividing both sides by 8 fluid ounces, we get

which gives

Now, we need to convert this simple form to a mixed form, that is,

Then, by simplifying this mixed form, the answer is:

a) Horizontal asymptotes are horizontal lines that the graph of a function approaches but never touches. To find the horizontal asymptote, we would apply one of the rules which states that

If the degree of the of the denominator is bigger than the degree of the numerator, the horizontal asymptote is the x axis of the graph. It occurs at y = 0

The degree is the largest exponent in the function. Looking at the given function, the degree of the numerator is 2 while the degree of the denominator is 3. Thus,

there is a horizontal asymptote at y = 0

b) The vertical asymptotes are vertical lines which correspond to the zeros of the denominator of rational functions. It is equal to the values of x that make the denominator to be zero. Looking at the given function, (x + 1) cancels out in the numerator and denominator. We are left with (x - 4) and (x + 5). We would equate both terms to zero and solve for x. These values of x would make the denominator to be equal to zero. We have

x - 4 = 0

x = 4

x + 5 = 0

x = - 5

Thus,

there are vertical asymptotes at x = - 5 and x = 4

The smaller triangle has its hypotenuse as 4 units and the base as 6 units

The bigger triangle has its hypotenuse as 10 units, the height as 5.8 units and the other hypotenuse as 9 units

Using similarity properties, compare the ratio of the sides as;

Compare the ratio of the bigger triangle sides to that of the smaller traingle

First find the base of the bigger triangle using the sides given and applying the pythagorean relationship as;

10^2 - 5.8^2 = a^2

100 - 33.64 = a^2

66.36 = a^2

1/2 a= 8 .15 units

a= 16.30 units

Compare ratio

a/ 6 = 5.8 / b

16.30 /6 = 5.8/ b

16.30 b = { 6 * 5.8 }

b = {6 * 5.8} / 16.30

b = 2.13 units

Answer

2.13 units

Equations showing direct variations are 2x = y and y = 1.8c

Direct Variation exists between two variables when one variable is directly dependent to another variable means change in one variable will create change in other one also and vice versa.

Two variable increase or decrease by the same factor.

Suppose x and y is that are in direct variation then you can write

y ∝ x

where, "∝" denotes proportionality

removing proportionality sign by constant then you can write

y = k x , where k is constant and can hold any real value

From the following equation ,

2x = y with 2 as constant and

y = 1.8x with 1.8 as constant shows direct variations

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To determine how much silk Amanda has at the end we need to substract the amount each pice need from the original amount:

Therefore Amanda has 11 17/28 yards of silk left.

We can see that triangles ABC and AXY are congruent

This means that

Now, we know that BX=10, BY=8 and BA=AX+BX, hence AX=BA-BX, we have

now, since BA-BX=15-10, BA-BX=5, it yields,

Now, we need to isolate YC, this is given by

Since

we have that

hence, the answer is YC=4, which corresponds to A).

Answer:

πr2h

volume of cylinder

3.14×3×3×1.1=31.086m^3

1hour=13m^3

31.086m^3

divide 31.086÷13=2.3912hours

To do this, you can first convert the percentage form to its decimal form, like this

Now, you can convert the numbers that are possible answers into their decimal form, like this

Option A.

Option B.

Option C.

Option D.

Therefore, the number that is not equal to 225% is 50/40 and the correct answer is C. 50/40.

SOLUTION

We are asked the symbolic form of "If your shirt isn't tucked into your pants then your pants are tucked into your shirt."

This simply means the negation of p implies q.

p implies q is represented as p⟹q

Then the negation of p implies q will be ∼p⟹q.

Therefore, the correct answer is ∼p⟹q

The given function is

f(x) = x^2 - 14x + 44

To find the turning point, we would differentiate the function, equate the derivative to zero and solve for x. We have

f'(x) = 2x - 14

Equating it to zero, we have

2x - 14 = 0

2x = 14

x = 14/2

x = 7

The value of x of the turnng point is 7

In the parallelogram ABCD,

Angle D is 145 degree.

In the parallelogram adjacent angles sum is 180 degree.

In the given parallelogram ABCD , angle D and angle C are adjacent.

Answer: Option B) 35 degree.

To find out the determinant, multiply in cross

so

(3)*(-2)-(5)*(-7)=-6+35=29

therefore

the answer is 29

To find the slope of the line, we will follow the steps given below:

Step 1: select two points on the graph

(0, -1) and (4,2)

Step 2: Apply the slope formula:

=>

The slope of the graph is:

The expression (g+f)(x) is equal to g(x)+ f(x), (g-f)(x) is equal to g(x) f(x) and the expression (g*f)(-3) is equal to g(-3)*f(-3).

Then, we have

Similarly,

And finally,

In summary, the answers are:

Let's begin by listing out the information given to us:

Initial fee = $5

Fee per stop = $2.75

Amount with Julia = $21

What is the highest number of stops she can make?

S = the number of stops Julia bought

Julia pays the initial fee of $5. We subtract this from the $21, we have

$ (21 - 5) = $16

Julia has $16 left to buy her stops. She cannot spend beyond the amount of money with her (altogether $21). She spends lesser than or equal to $21 (≤ $21)

The inequality that describes this scenario is given by:

initial fee + fee per stop * number of stops ≤ 21

5 + 2.75 * S ≤ 21

Hence, option A is the correct answer

What is the largest number of stops that Julia can afford?

This is gotten by dividing the amount left after subtracting the initial fee by the fee per stop

n = 16/2.75 = 5.82 = 5 stops (rounding downwards)

We round downwards because the number of stops must be a whole number and it must be lesser than or equal to $21 altogether

Given the following question:

(x + 3)2

First, we flip the polynomial:

(x + 3)2 = 2(x + 3)

2(x + 3)

Next, we apply the distributive law where we multiply 2 by x and 3.

2 × x = 2x

2 × 3 = 6

2x + 6

Expression cannot be simplified any further:

= 2x + 6

cosx/cotx = cosx *tan x =cosx (sinx/cosx) = sin x

Answer

c. sin x

Answer:

The 2% of 35 is;

Explanation:

We want to find the 2% of 35

Therefore, the 2% of 35 is;

Answer:0.7

Step-by-step explanation:

35x2=70

70/100=0.7

Liyah, this is the solution:

• Height = Constant/Width

• Height * Width = Constant (you need to multiply each ordered pair )

Therefore,

Constant = 1.6 * 0.5

Constant = 0.8

Constant = 0.4 * 2

Constant = 0.8

The correct answer is C. 0.8

Given that The band learns a new song every four days.

We need to find the number of new songs for four weeks.

We know that one week= 7 days

Multiply by 4 to find the number of days in four weeks.

We need to find the number of new songs that the band learns in 28 days.

Divide 28 by 4 to find the number of songs since the band learns one new song every 4 days.

The band learns 7 songs in four weeks.

Step 1:

Concept: Calculate the area of each face and add all together to get the surface area of the pyramid.

The regular pyramid below have 4 triangles and a square

Step 2: Apply the area formula to find the area of the 4 triangles and a square.

Step 3:

Given data for the triangle

Height = 21

Base = 12

Step 4: Find the area of the square

Given data for the square

Length = 12

Area = length x length = 12 x 12 = 144 sq. units

Step 5: Add the area of the four triangles and the square.

Surface area of the regular pyramid = 504 + 144

= 648 sq. units

Step 1: Problem

What is 132% as a decimal?​

The domain is [ -2, 2]

and the range is [-3, 3]

The answer is A

From the question:

Total fans in attendence = 673

x = number of students

y= non - students

Total of fans in attendance =

x + y= 673