Question

ayesha is a gatdener who makes square gardens in various sizes. the table shows the side lengths in feet,and the areas of various gardens,in square feet.
A.write the valuse from the table as a set of ordered pairs
B.graph the relation describe your graph and explain whether it is a function.
C. describe the relationship between the side lenght and area of the garden
D.suppose the area of a garden is 3,600 square feet discribe how to find the

Answer 1

each row corresponds to an ordered pair

Answer 2

so the first row of 14 and 196 means we have the point (14, 196)

the second row has 18 and 324, so we have (18, 324)

etc etc

Answer 3

i no this!

Answer 4

you do this for every row to fill out part a)

Answer 5

ok ..

Answer 6

part b)

plot every point you get from part a) and draw a curve through all of the points to graph the equation

Answer 7

k... so after i do that then what

Answer 8

describe the relationship between the side length and area of the garden

I'll leave that to you, tell me what you think is the relationship

Answer 9

can we go back to a plz

Answer 10

ok what do you want to ask about that

Answer 11

so i charted all them down what do i do after that

Answer 12

..??

Answer 13

ok what points did you get

Answer 14

(14,196)
(18,324)
(22,484)
(26,676)
(30,900)

Answer 15

correct, plot all these points on the same xy axis

Answer 16

after you have plotted all those points, you would then draw a curve through those all of these points

Answer 17

oh ic

Answer 18

what about c, d

Answer 19

any ideas on C?

Answer 20

nope i am so lost in this stuf i hate it

Answer 21

14^2 = 196

18^2 = 324

22^2 = 484

etc etc

so the relationship is this

Area = (Side length)^2

ie you square the side length to get the area

Answer 22

for part d), you do this

A = s^2

3600 = s^2

s^2 = 3600

s = ???

Answer 23

ok cool thanks i get so lost i have 2 more to do then i am do.....

Answer 24

alright

Answer 25

might have to ask u for more help but not sure

Answer 26

go for it

Answer 27

ok hang on

Answer 28

ok

Answer 29

one evening at 6pm the temp was 24F as the night progressed the temp dropped at a stedy
rate of 4F pre hour

A.make a table of values for the function for for values of 0 -8 let 0 persent the time for 6 pm

Answer 30

there are 2 more that i will typ up to

Answer 31

ok let's do these one at a time then

Answer 32

first row will be 0 and 24

second row will be 1 and 20 (subtract 4 from 24)

third row will be 2 and 16 (subtract 4 from 20)

fourth row will be 3 and 12 (subtract 4 from 16)

etc etc until you have 9 rows total

Answer 33

ok lol

Answer 34

thanks

B.write a function rule for the liner function explain your method for witeing the rule

Answer 35

y = mx + b

y = -4x + b ... plug in the slope of -4 (I'll explain how I got this later)

y = -4x + 24 ... plug in the y-intercept of 24 (this is the initial temperature)

f(x) = -4x + 24

So the function rule is f(x) = -4x + 24

Answer 36

kk

Answer 37

The slope is found by subtracting two temperatures (next to each other)....so 24 - 20 = 4 ... make this difference positive if it's not already

then you subtract two hour values (next to each other) ...so 1 - 0 = 1 ... make this difference positive if it's not already


Now divide the two differences: 4/1 = 4


Then make the slope negative. The slope is negative because the temperature is DECREASING

So the slope is m = -4

Answer 38

you could pick on temperatures and hour values not next to each other, but it's easier to use values next to each other

Answer 39

ok cool

the next part is C at what time will the temp reach 0F explian the method of finding the time

Answer 40

f(x) = -4x + 24

0 = -4x + 24

solve for x

Answer 41

ok thanks so much r u willing to help with one more or r u done lol

Answer 42

i can do one more

Answer 43

ok thanks so much u r a life saver

oh hey i think i can figure it out on my own actually lol thanks so much for helping me

Answer 44

yay that's great that you can, and I'm glad to be of help to you

Answer 45

sorry for asking so much and takeing up so much of ur time