last of algebra 2 help
for the first one you just plug in the numbers 1-5 for n to get the answer
for the second one. remember that when a number has the subscript. \[_{n-1}\] its the number BEFORE
i figured out the first one. how do i start the second one?
its hard to explain over the computer. the answer is the second one. but in essence. if a1 is equal to 15. then 2 times that minus 4 is the next number in that sequence. and its true for all the numbers.
wait thats for the second problem?
ya. the second problem's answer is the b or the second bullet point. lemme try to explain for your knowledge
\[a_{1} \] = 15 \[a_{2} \] = 26 \[a_{3} \] = 48 and so on. if it says \[a_{n-1} \] then its the number before. for example. if we took the number 26. \[a_{n-1} \] is 15. and so on.
since \[a_{2-1} \] = \[a_{1} \] and it says \[a_{1} \] = 15. they're not equations. there a different form of variables. such as x y and z
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