bobxspam bobxspam
  • 02-02-2019
  • Mathematics
contestada

If t17 = 3 (t5) in an arithmetic progression, find t1 in terms of d.

Respuesta :

Аноним Аноним
  • 02-02-2019

Answer:

t1 = 2d.

Step-by-step explanation:

The explicit formula for an arithmetic series is

The nth term  tn =  t1 + d(n - 1)    where t1 = the first term , d = common difference and n = term number.

so t17 = t1 + 17d - d  = t1 + 16d

and t5 = t1 + 5d - d = t1 + 4d

So  t1 + 16d = 3(t1 + 4d)

2t1 =  16d - 12d = 4d

t1 = 2d  (answer).


Answer Link

Otras preguntas

Which are appropriate note-taking techniques? Check all that apply. using signal words to notice important ideas writing down everything that is said doodling
Difference between white and red blood cells
How do you make slime? Here is how you make some slime: Basic slime for beginners: Elmer’s White school glue: or CRAY-Z art glue. Next get two bowls. One medium
perpendicular lines are always, sometimes , never coplanar
How do I work this problem out?
The federal government of the us is divided into tree separate branches which philosophers idea does this represent
What is the factorization of the trinomial below -x^2+x+42
What is empirical evidence? (4 points) A prediction of test results before an experiment A retest of experimental results to make them reliable A concl
Choose an equation that would be used to solve 0 = -x2 + 10x – 8
Factor x3-2x2-9x+18 completely if(x+3) is a factor