brazil40 brazil40
  • 11-12-2020
  • Mathematics
contestada

Complete the recursive formula of the arithmetic sequence 20, 26, 32, 38, ....
a(1) =
a(n) = a(n-1)+

​

Respuesta :

nadia2318116
nadia2318116 nadia2318116
  • 12-12-2020

Step-by-step explanation:

a(n) = a +(n-1)d

a=20

d=26-20=6

°.° a(n) = 20 +(n–1)6

a(1) = 20 +(1–1)6=20

hope this helps

Answer Link

Otras preguntas

At the begining of 6 grade the ratio of number of the advanced math students to the number of regular students was 3:8. However after taking the placement tests
Here's a story problem...."Rita's wants to estimate the number of beans in a large jar.  She takes out 100. she takes out 100 beans and marks them. Then she ret
Suppose theta= 11pi/12. How do you use the sum identity to find the exact value of sin theta?
Suppose theta= 11pi/12. How do you use the sum identity to find the exact value of sin theta?
What was an effect of nationalism in Europe in the early 1900s?
Suppose theta= 11pi/12. How do you use the sum identity to find the exact value of sin theta?
if arctan(3/5)=K    Tan(k)=?
Suppose theta= 11pi/12. How do you use the sum identity to find the exact value of sin theta?
if arctan(3/5)=K    Tan(k)=?
Here's a story problem...."Rita's wants to estimate the number of beans in a large jar.  She takes out 100. she takes out 100 beans and marks them. Then she ret