What is the standard form of the number shown in this calculator display? The calculator shows three point eight two e positive seven. HURRY ANSWER IMMA FAIL!!! IMMA GIVE 30 POINTS BRUH PLZ AND IF YOU JUST ANSWER IMMA REPORT YOU!!

Answer:  The correct option is (C) h.

Step-by-step explanation:  We are given to select the correct line that represents the line of reflection in the given diagram.

We know that

A line of reflection is a line such that each point of the original figure and the image are equidistant from it.

In other words, we can say that the line of reflection is equidistant from the original figure and the image.

Now, from the figure, we can see that the line g is close on the figure on the left than that in the right. So, line g cannot be the line of reflection.

Line i is close the right figure on the upper half and it is close to the left figure on the lower half. So, line i also cannot be the line of reflection.

Line f cannot be the line of reflection because the shape of the figure is not same in both the sides of f.

The only line that is equidistant from both the figures is line h.

Thus, the line of reflection is line h.

Option (C) is CORRECT.

19-15 =4

4/15 = 0.266

0.266*100 = 26.6%

 so 19-15/15

Answer:

p = [tex](\frac{19-15}{15} )\times 100[/tex]

Step-by-step explanation:

Over the course of a year classroom went from 15 to 19 students.

So students added = 19 - 15 = 4

Now percentage of this addition will be p =  [tex](\frac{\text{students added}}{\text{total students before addition}})\times 100[/tex]

p = [tex](\frac{19-15}{15} )\times 100[/tex]

Answer:

it is indeed B.96

Step-by-step explanation:

Answer:  It is c

it is not a or b or d because they don't make since

also i took the flvs test

:)

109 *103 = 11227 square inches

tile = 3^2 = 9 square inches

11227/9 = 1247.44 tiles are needed.

 you can't buy a partial tile so you would need 1248 tiles

Answer:

We need 1248 tiles to complete the job.

Step-by-step explanation:

First we have to get the area of the  room and the area of each tile

Area = long x wide

Room Area = 109 x 103 = 11227 square inches

Tile area = 3 x 3 = 9 square inches

To get how many tiles we need, we must divide the room area by the tile area

Q=11227/9= 1247,44 ≅1248

Answer:

last fourth table given in the figure shows the proportional relationship .

Step-by-step explanation:

Definition of proportional relationship

The relationship in which two quantities are varies proportional to each other .

[tex]a = kb[/tex]

Where k is called the proportional constant .

Let us assume that the number of miles travelled be y .

let us assume that the gas used be x .

[tex]y\propto x[/tex]

y = ca

Where c is the proportional constant .

In first table

Miles travelled = 27.3 mi

Gas used =1.5 gal

Putting in the formula

y = ca  

27.3 = 1.5c

[tex]\frac{27.3}{1.5}=c[/tex]

c = 18.2

Miles travelled = 49.16 mi

Gas used = 3.8 gal

Putting in the formula

y = ca  

49.16 = 3.8c

[tex]\frac{49.16}{3.8}=c[/tex]

c = 12.94 (Approx)

Thus the miles travelled is not vary with the gas used .

Therefore table not shows the proportional relationship .

Second Part

Miles travelled = 135 mi

Gas used = 7.4 gal

Putting in the formula

y = ca  

135 = 7.4c

[tex]\frac{135}{7.4}=c[/tex]

c = 18.2

Miles travelled = 135.5 mi

Gas used = 7.9 gal

Putting in the formula

y = ca  

135.5 = 7.9c

[tex]\frac{135.5}{7.9}=c[/tex]

c = 17.2 (Approx)

Thus the miles travelled is not vary with the gas used .

Therefore table not shows the proportional relationship .

Third table

Miles travelled = 120 mi

Gas used = 6.2 gal

Putting in the formula

y = ca  

120 = 6.2c

[tex]\frac{120}{6.2}=c[/tex]

c = 19.4 (Approx)

Miles travelled = 180 mi

Gas used = 12.2 gal

Putting in the formula

y = ca  

180 = 12.2c

[tex]\frac{180}{12.2}=c[/tex]

c = 14.8 (Approx)

Thus the miles travelled is not vary with the gas used .

Therefore table not shows the proportional relationship .

Fourth table

Miles travelled = 270 mi

Gas used = 15gal

Putting in the formula

y = ca  

270 = 15c

[tex]\frac{270}{15}=c[/tex]

c = 18

Miles travelled = 135 mi

Gas used = 7.5 gal

Putting in the formula

y = ca  

135= 7.5c

[tex]\frac{135}{7.5}=c[/tex]

c = 18

Thus the miles travelled is vary with the gas used .

Therefore table shows the proportional relationship .

The last fourth table given in the figure shows the proportional relationship .

the answer is 3.14 r^2 h

the h is the height

Ur answer is d have a nice day

The expressions in the order they would appear on a number line from least to greatest is 11/9, √5, √11, √20, 2³

Expressions in math are mathematical statements that have a minimum of two terms containing numbers or variables, or both, connected by an operator in between.

Given are the statements expressing expressions,

2³ = 8

11/9 = 1.22

sqrt 5 = 2.24

sqrt 20 = 4.47

sqrt 11 = 3.32

Hence, the expressions in the order they would appear on a number line from least to greatest is 11/9, √5, √11, √20, 2³

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The second smallest number of packs of hot dogs that Phil could have bought is three. This gives him 30 hot dogs, and after eating some, he would be left with 4. The number 30 ends with a 0 and when 4 is subtracted from it, it does result in a number ending in 4 (26 in this case).

To solve this problem, we need to understand that Phil must have bought a number of hot dog packs where the total number of hot dogs (10 per pack) ends with a 4. This is because after eating some, he had 4 hot dogs leftover. If he bought 1 pack of hot dogs, he'd have 10. This does not work because it doesn't end with 4. However, if Phil bought 2 packs, this would give him 20 hot dogs, which does end with 0.

We need to continue on this pattern, using multiples of 10, until we find the second smallest number that, when 4 is subtracted from it, leaves a number ending in 4. That number is 30, which gives 30 hot dogs. After eating some, he would be left over with 4 dogs, hence he has eaten 26 dogs (30-4=26). This means, the second smallest number of hot dog packs Phil could have bought is three.

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From the equation 5y - x = 10; the solution for y is; y = (10 + x)/5

According to the question;

To solve for y; we must solve as follows;

y = 2 + x/5

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The polar bear and the ice floe have a relative speed of 12 kilometers per hour. Given they're moving in opposite directions and the polar bear should end up 4 kilometers away, it would take approximately 0.33 hours or 20 minutes for the bear to reach this distance.

The subject of this problem is relative speed. When two objects are moving in the opposite direction, their relative speed is the sum of their individual speeds. In this case, the ice floe is moving at 3 kilometers per hour and the polar bear is swimming at 9 kilometers per hour. So, their relative speed is 3 + 9 = 12 kilometers per hour.

The distance between the polar bear and the floe is 4 kilometers. To find out how long it will be before the polar bear is 4 kilometers away from the floe, you would divide the total distance by the relative speed. Therefore, the time would be 4 kilometers divided by 12 kilometers per hour equals 0.33 hours, or approximately 20 minutes.

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Equation: [tex]a=\frac{644-200}{12}[/tex]

Albums: [tex]37[/tex]

Also, the verified tutor above me, is also correct, I just feel like my explanations and answers are much for informational and simplier than his

      First lets find out how many albums Floyd sold in a month to find out the amount of albums and how we solved it.

      Let's take the [tex]\\644\[/tex] and subtract [tex]200\[/tex] from it, because he didn't make any albums or anything to get

      Now that we have the amount of money that he gets from albums, we can divide this amount of money by [tex]12\[/tex] because that's the amount of money he gets from [tex]1[/tex] album. [tex]\frac{444}{12}=37[/tex]

      Now we know how many albums he sells for a total of [tex]444\[/tex] plus the [tex]200\[/tex] he gets on a monthly rate.

The equation that determines the number of albums sold is:

200 + 12a  =  644

The number of albums Floyd sold last month is 37

Monthly base rate = $200

Pay on each album = $12

Number of albums = a

Total money earned = $644

The equation that determines the number of albums sold is:

200 + 12a  =  644

Solve the equation above to get the number of albums sold

12a  =  644 -  200

12a  =  444

a  =  444/12

a  =  37

The number of albums Floyd sold last month is 37

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The first step that Kenji must complete is option (B) multiply the divisor and dividend by 100 is the correct answer.

A division is a process of splitting a specific amount into equal parts. The number to be divided by another number is called the dividend. The number by which we divide another number (dividend) into equal parts is called the divisor.

For the given situation,

Kenji wants to divide 48.6 by 0.15.

[tex]\frac{48.6}{0.15}[/tex]

Step 1:

To perform division, the first step is to make the divisor and dividend without decimals.

So multiply the divisor and dividend by 100.

⇒ [tex]\frac{48.6}{0.15}=\frac{48.6(100)}{0.15(100)}[/tex]

⇒ [tex]\frac{4860}{15}[/tex]

Hence we can conclude that the first step that Kenji must complete is option (B) multiply the divisor and dividend by 100 is the correct answer.

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Answer:

The function shifts down 6 units, so the range changes from −4 to 4 in f(x) to −10 to −2 in g(x).

Step-by-step explanation:

Given  : f(x) = −4 cos 3x  and  g(x) = −4 cos 3x − 6.

To find  :    How does changing the function affect the range of the function?

Solution : We have given that  

Function change from  f(x) = −4 cos 3x  to   g(x) = −4 cos 3x − 6.

By the transformation rule : f(x) →→→f(x) -k it mean function shifted down k unit .

Then Function would shift down 6 unit .

For  f(x) = −4 cos 3x  

Range:  [ -4,4]

For  g(x) = −4 cos 3x − 6.

Range : [-10 ,-2]

Therefore, The function shifts down 6 units, so the range changes from −4 to 4 in f(x) to −10 to −2 in g(x).

The remaining balance on the card after buying 50 prints is $32.75.

To find the remaining balance, B(x), on the gift card after buying x prints, we can substitute the value of x into the given function B(x) = 45.25 - 0.25x. In this case, x = 50.

Substituting x = 50 into the function, we have B(50) = 45.25 - 0.25(50) = 45.25 - 12.50 = 32.75.

Therefore, the remaining balance on the card after buying 50 prints is $32.75.

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