Question

@smart_girl3

Answer 1

what is the value of sin(83 degrees) to the nearest ten thousandth

Answer 2

@Smart_girl3 here is the new question

Answer 3

hey

Answer 4

do you know how to do this

Answer 5

sine(83 deg)=0.992546151641322
i think this is right

Answer 6

sorry if its not

Answer 7

yeah it is

Answer 8

yay

Answer 9

yay

Answer 10

can i ask another question this one i don't remember how to do it can you explain

Answer 11

i can try XD

Answer 12

\[\frac{ 1 }{ 2x+14 }-\frac{ 9 }{ x+7 }=-6\]

Answer 13

hmm i haven't done that in a while

Answer 14

yeah me 2

Answer 15

im sorry i dont know that one but i can try and get the answer from someone else

Answer 16

i dont want the answer i just want someone to explain it to me

Answer 17

oh sorry i wish i could

Answer 18

maybe someone else could

Answer 19

@Owlcoffee do you think u could help

Answer 20

@rational

Answer 21

i think @Owlcoffee is helping someone else

Answer 22

oh

Answer 23

and @rational 2

Answer 24

Here I am

Answer 25

hey thanks for coming

Answer 26

@Smart_girl3 he just came out of nowhere it was really magical

Answer 27

yea lol

Answer 28

:)

Answer 29

you can use Windows calc, for example!

Answer 30

thanks @Michele_Laino but i want to have it explaned no just the answer

Answer 31

*not

Answer 32

so we have:
\[\frac{ 1 }{ 2x+14 }-\frac{ 9 }{ x+7 }=-6\]
this is what we call a "rational function" because we can see an "x" in the denominator.
but it is a "rational equality" because there is an equal sign that makes it equal to a constant or another function.
so, we have to solve that fraction and make it all a single fraction, wich is easier to solve.
In order to do that, we will multiply the second by a common factor of the denominator of the first, wich is visible "2", so therefore:
\[\frac{ 1 }{ 2x+14 }-\frac{ 18 }{ 2x+14 }=-6\]
now that they have the same denominator we can associate the whole fraction into a single one:
\[\frac{ 1-18 }{ 2x+14 }=-6\]
\[\frac{ -17 }{ 2x+14 }=-6\]
and now, let's multiply by the denominator on both sides of the equation:
\[(2x+14)\frac{ -17 }{ (2x+14) }=-6(2x+14)\]
\[-17=-12x-84\]
\[64=-12x\]
\[x=-\frac{ 64 }{ 12 }\]

Answer 33

ok that makes a lot of sense thank you can i ask some more questions

Answer 34

sorry I was considering the first question about sin(83) @skittles_for_life6422

Answer 35

its ok

Answer 36

@Michele_Laino can you help with this question

Answer 37

@Michele_Laino i really need help with these questions

Answer 38

please wait a moment

Answer 39

the graph of the function y=(1/x)+1 is: