Question

calc help please

Answer 1

@Shadow

Answer 2

@Shadow

Answer 3

you know the function h so you need calcule the h(1) = ? just substitute the 1 in plcae of t inside this quadratic

Answer 4

@kaylak

Answer 5

in place of t

Answer 6

and so will get the speed of the ball at t=1

hope helped for the first one

Answer 7

is it a

Answer 8

no

Answer 9

please write here your calcule

Answer 10

h(t)= -16t^2 +40t +6

h(1) = ?

Answer 11

-16(1)^2=-16
+40+6

Answer 12

is it c then

Answer 13

yes so -16+40 = 30

yes sure c is right

Answer 14

30 or is there more to the method

Answer 15

this is calculus

Answer 16

what about 2?

Answer 17

30 is the right answer

Answer 18

what about 2?

Answer 19

@kaylak

you need to know that @jhonyy9 is a troll, armed with a little knowledge and a sub-par sense of humor.

that \(h(t)\) function gives you the height of the ball above some base line after time = t

for speed <--- a scalar, you need to differentiate and know that the absolute value is what matters:

\(speed = \left|\dfrac{dh}{dt}\right|_{t = 1}\)

this is the @jhonyy9 joke BTW, but it's really very dated:

https://www.youtube.com/watch?v=9kpBzUQHYtM

Answer 20

so c is wrong?

Answer 21

could you help me with all my problems then?

Answer 22

i am assuming that you can differentiate this -- wrt t

then ask what that derivative gives you at t = 1

for the second question, negative-invert the slope .... or open a new thread because you will find the answer here ... if Jay actually grows a Brain !!!!!

Answer 23

what is \(\dfrac{dh}{dt}\)??

Answer 24

i said a at first but he said it was wrong

Answer 25

\(\color{#0cbb34}{\text{Originally Posted by}}\) @sillybilly123
what is \(\dfrac{dh}{dt}\)??
\(\color{#0cbb34}{\text{End of Quote}}\)

Answer 26

what is d ?

Answer 27

h(t) i know that and t is 1

Answer 28

so that gives you the height of the ball

Answer 29

but what is d ?

Answer 30

d??

what do you mean by d ??

Answer 31

\(\color{#0cbb34}{\text{Originally Posted by}}\) @sillybilly123
\(\color{#0cbb34}{\text{Originally Posted by}}\) @sillybilly123
what is \(\dfrac{dh}{dt}\)??
\(\color{#0cbb34}{\text{End of Quote}}\)
\(\color{#0cbb34}{\text{End of Quote}}\)

Answer 32

Classic!


yer learning Calculus, right?

Answer 33

@Vocaloid yay you're here

Answer 34

yes lol

Answer 35

Are you learning online??

That usually means you are learning nothing :(

Answer 36

I'm virtual school so yes

Answer 37

Oh Sauce. I apologize

Answer 38

please help me figure out these questions

Answer 39

so if you get really interested in a subject, where do you go?

Answer 40

like, no real teachers, so the internet?

Answer 41

lol It's hs lol I'm going to a real college when I graduate

Answer 42

's for people who want to work in advanced or need to work on their own pace

Answer 43

can you please just focus on the work been waiting for 4 hours

Answer 44

@sillybilly123 @Vocaloid

Answer 45

@Zarkon

Answer 46

is the 1st pic a or what? I'm lost