a 1= 18, d = –10, n = 12
looks like some information about sequences .... arithmetic maybe?
it is A.P
a1 = 18 a2 = 18 - 10 a3 = 18 - 10 - 10 a3 = 18 - 10 - 10 - 10 ... a12 = 18 - .........
no just regular, i just need an answer
we are not here to "just give an answer" we are here to help you learn and study concepts
whats a formula i can use for these problems
brute math is one approach. just keep subtracting 10 from to get to the next term ... until you get to the a12 term
an=a+(n-1)d
simply solve from this
we can also develop a formula a1 = 18 a2 = 18 - 10 = a1 - 10 a3 = 18 - 10 - 10 = a2 - 10 = a1 - 10 - 10 = a1 -10(2) a4 = 18 - 10 - 10 - 10 = a3 - 10 = a1 -10(2) - 10 = a1 - 10(3) ... the pattern that develops is: a1 = 18 - 10(0) a2 = 18 - 10(1) a3 = 18 - 10(2) a4 = 18 - 10(3) ... an = 18 - 10(n-1)
how do i know hwat "a' is
"a" is not a variable, its a name ...
a1 defines the first term, or element, of the sequence of A A = {a1, a2, a3, a4, a5, ..., an, ...} the rule for A is: an = a1 -10(n-1)
so with the formula an=a+(n-1)d what do i put for a
that was the other persons shorthand for stating the first term: a1= 18, d = –10, n = 12 ^^^^^^ they used "a" instead of "a1"
im still jsut not getting the right answer
im not sure what answer you are getting .... can you post how you are workng it?
an=a+(n-1)d an+18+(12-1)-10 an+18-110
thats a fair assessment but lets clean that up some, since n=12 \[\large a_{12}=18-10(12-1)\] \[\large a_{12}=18-110\] what is 18 - 110?
-92
then without any other information to go by ... -92 would be what you are trying to obtain
the answer choices are -552,-888,768, and -444
yeah, thats odd. can you post a screenshot?
idk how to do that on a computer , but doesnt that make no sense?
there are a few keys that selodom get used: prnt scrn, scroll lock, pause .... the prnt scrn button copies whatever is on your monitor paste that into a paint file and save; then attach the file with the attach file button at the bottom of this screen
or paste it into a word document ... and save
|dw:1386079623469:dw|
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