A character who changes during the course of the story is _____.flat
round
static
dynamic

Answers

Answer 1

Answer: A character who changes during the course of the story is a dynamic character.
Hope that helps! :)

Answer 2

Answer:
I would say dynamic is the answer.

Related Questions

You have 6 pints of glaze. It takes 7/8 of a pint to glaze a bowl and 9/16 of a pint to glaze a plate.a. how many bowls could you glazeb. how many plates can you glazec. how much glaze will be left over?
What value of r gives the line passing through (3,2) and (r,-4) A SLOPE OF 3/2
What number should both sides of the following equation be divided by to solve for x?(6.4) x = 32 A.4 B.6.4 C.6 D.5
Unfinished lumber is sold in units called board feet . A board foot is the volume of lumber contained in a board 1 inch thick 1 foot wide and 1 foot long how many cubic inches of wood are in 1 board foot
What is a simple formula to solve a math sequence? Or a couple formulas if possible? Thanks!

Snow is falling at a rate of 2.5 inches per hour.At this rate, how long will it take 8 inches of snow to fall?

Answers

Answer:

It will take 3.2 hours for 8 inches of snow to fall.

Step-by-step explanation:

You can solve this be going "backwards".

You have 2.5 inches of snow falling per hour for x hours until you get 8 inches of snow, which can be represented like this:

2.5x=8 From here you being to solve by isolating x on one side of the equation. You would divide both sides by 2.5 to do this

2.5x=8

/2.5 /2.5

8 divided by 2.5 is 3.2 and you then get

x=3.2

It takes 3.2 hours for 8 inches of snow to fall

Final answer:

To find out how long it would take for 8 inches of snow to fall at a rate of 2.5 inches per hour, we simply divide the total distance (8 inches) by the speed (2.5 inches per hour), which results in approximately 3.2 hours.

Explanation:

On the question about how long it will take for 8 inches of snow to fall at a rate of 2.5 inches per hour, this is a straightforward problem of rates. We just need to divide the total amount of snowfall (8 inches) by the rate of snowfall (2.5 inches per hour). Therefore, Time = Distance / Speed

Time = 8 inches / 2.5 inches per hour = 3.2 hours.

Therefore, it would take approximately 3.2 hours for 8 inches of snow to fall at this rate.

Learn more about Rates here:

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The water level varies from 12 inches at low tide to 52 inches at high tide. Low tide occurs at 9:15 a.m. and high tide occurs at 3:30 p.m. What is a cosine function that models the variation in inches above and below the water level as a function of time in hours since 9:15 a.m.?

Answers

52 inches - 12 inches = 40 inches
amplitude: a = 40 inches / 2 = 20

f(x)=20cos(bx)+c
the value of c is 32... since the centre of the has been moved up 32 units

the minimum amplitude = 32 - 20 = 12
the maximum amplitude = 32 + 20 = 52

f(x)=20cos(bx)+32
if the curve takes 6 1/4 hours from low to high tides (9:15 am to 3:30 pm) then it will take 12 1/2 hours to complete a full cycle.

adjust the period by converting 12 1/2 hours to an angle measure.

360°/12 = 30°
30° / 12 = 15°

12 1/2 = 360° + 15° = 375°

f(x) = 20 cos(375°) + 32
f(x) = 20 * 0.97 + 32
f(x) = 19.4 + 32
f(x) = 51.4

The cosine function that models the variation is f(x) = 51.4

Calculations and Parameters:

To find the inches, we would subtract the value of 12 from 52 which would give us 40 inches.

The amplitude is 40/2

= 20

Hence,

f(x)=20cos(bx)+c

c= 32
the minimum amplitude = 12
the maximum amplitude = 52

f(x)=20cos(bx)+32

if the curve takes 6 1/4 hours from low to high tides (9:15 am to 3:30 pm) then it will take 12 1/2 hours to complete a full cycle.

We make adjustments and convert

360°/12 = 30°
30° / 12 = 15°
12 1/2 = 360° + 15° = 375°

f(x) = 20 cos(375°) + 32

f(x) = 20 * 0.97 + 32

f(x) = 19.4 + 32

f(x) = 51.4

Read more about cosine functions here:

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How do you simplify i²⁹? (If you can't tell, that's the imaginary number i^29).

Answers

The imaginary number ' i ' is the square root of -1.

i = √-1
i² = -1
i³ = -√-1
i to the 4th power = +1
i to the 5th power = √-1
etc.

and all the higher powers keep going in the same 4-step cycle.

What's 29 divided by 4 ?
It's 7 with a remainder of 1.

So 29 with all the 4s thrown away is 1, and ' i ' to the 29th power is
the same thing as ' i ' to the 1st power = √-1 or just plain ' i '.

The Pool Fun Company has learned that, by pricing a newly released Fun Noodle at $4, sales will reach 8000 Fun Noodles per day during the summer. Raising the price to $5 will cause the sales to fall to 6000 Fun Noodles per day. Assume that the relationship between sales price, x, and number of Fun Noodles sold, y, is linear. Write an equation in slope-intercept form describing this relationship. Use ordered pairs of the form (sales price, number sold).

type your answer in slope intercept
b. predict the daily sales of Fun Noodles if the price is $4.50

Answers

Answer: PART A:

The generic equation of the line is:

y-yo = m (x-xo)

First we look for the slope of the line:

m = (y2-y1) / (x2-x1)

m = ((5000) - (6000)) / (4-3)

m = -1000

Then, we substitute any point in the generic equation:

(xo, yo) = (4, 5000)

Substituting:

y-5000 = (- 1000) (x-4)

Rewriting:

y = -1000x + 4000 + 5000

y = -1000x + 9000

The equation is:

y = -1000x + 9000

PART B:

For the price of 3.50 we have:

y = -1000 * (3.5) +9000

y = 5500

Step-by-step explanation:

How many solutions does this system have? x-2y=2 y=-2+5a. infinitely many solutions
b. no solutions
c. two solutions
d. one solution

Answers

the system has one solution, x = 8, y = 3

In an equation system you'll have:

- System with more questions than equations: infinite solutions
- System with the same number of questions as equations: only one solution with as many answers as questions
- System with two or more independent and contradictory equations: zero solutions.

In this case you have two independent equations and two questions (x and y), so the answer is d, one solution.

Real fourth roots of 256