Question 1008763

Is my answer correct?
I am supposed to find the first five terms and the tenth term given the explicit formula for an arithmetic sequence. 

an = -10 – 3(n – 1)

-16,-19,-22,-25,-28
 Tenth term:-43
<pre>From the AP formula for a term, n: {{{a[n] = a[1] + (n - 1)d}}}, it's obvious from the given equation: {{{a[n] = - 10 - 3(n - 1)}}} that term 1, or {{{a[1] = - 10}}}, and d,
or the common difference is: - 3
2<sup>nd</sup> term: Term 1 + d(2 - 1), or - 10 - 3(1), or   {{{highlight_green(- 13)}}}
3<sup>rd</sup> term: Term 1 + d(3 - 1), or - 10 - 3(2), or   {{{highlight_green(- 16)}}}
4<sup>th</sup> term: Term 1 + d(4 - 1), or - 10 - 3(3), or   {{{highlight_green(- 19)}}}
5<sup>th</sup> term: Term 1 + d(5 - 1), or - 10 - 3(4), or   {{{highlight_green(- 22)}}}
10<sup>th</sup> term: Term 1 + d(10 - 1), or - 10 - 3(9), or {{{highlight_green(- 37)}}}