Question

@ghazi :)

Answer 1

:D

Answer 2

hehe hiii :D

Answer 3

shall we begin ;)

Answer 4

of course ;)

Answer 5

can you help me with linear functions?

Answer 6

just anything ;)

Answer 7

hmm okay first question, wait please ;)

Answer 8

first of all in a linear function , there is no 2nd degree of variable, which means neither x can have power 2 nor y both will have power 1 and have a linear relation that means x and y will varry in a line so your answer is C can you tell me why?

Answer 9

because C doesnt have a second degree ? :/

Answer 10

in a linear function there will never be \[X^2,X^3....or Y^2,....\] which means there will be no higher degree term just power of x and y will be one so its equation C

Answer 11

hmm alright :)

Answer 12

amazing you are genius and don't make mistake in putting answer please

Answer 13

next

Answer 14

hehe okay i'll be sure this time! :D

Answer 15

so is a non-linear just the opposite of this?

Answer 16

yes, non linear functions never vary in a line the can be curvilinear like the straight lines are linear but curves are non linear

Answer 17

hmm okay so non linears have second degrees of variables right?

Answer 18

but linears dont?

Answer 19

right , second or third or so on but not one

Answer 20

linear have degree one and non linear more than one

Answer 21

next?

Answer 22

this will be a non linear question...

Answer 23

cool just shoot your question please

Answer 24

you can answer easily come on tell me

Answer 25

is it B?

Answer 26

non linear can never have degree 1 , correct ;)

Answer 27

not sure :/

Answer 28

oh okay :D

Answer 29

next ?

Answer 30

It looks like D is correct because linear is just straight line, right?

Answer 31

or it could be A.

Answer 32

when did you fall in love with maths godddd corrrect :)

Answer 33

hmm :D hehe well this is easy :D

Answer 34

it can't be A its D

Answer 35

whats a parabola again? :/

Answer 36

that curvy thing?

Answer 37

looks like an egg?

Answer 38

lol just kidding :D

Answer 39

well definition of parabola is kinda complex for you to understand but just remember all the quadratic equations are parabola , and yea the CURVY THING ;)

Answer 40

yes its like this

Answer 41

hmm so can you give me an example of a parabola problem, how would it look like?

Answer 42

lets say you have an equation \[Y=4X^2+2X+3\] so its a parabola that would look like the one i have drawn above

Answer 43

post your question please

Answer 44

I think its A. ?

Answer 45

lol sorry i mean B

Answer 46

oh come on silly, parabola can never have degree 1,3,5 its degree is always 2 baby

Answer 47

yes its B