juliannerojas99 juliannerojas99
  • 01-06-2018
  • Mathematics
contestada

Find the first, fourth, and tenth terms of the arithmetic sequence described by the given rule. a(n)=1+(n-1)(5.7)

Respuesta :

mkryukova19 mkryukova19
  • 01-06-2018
To find first term, you need substitute
n=1
a(n)=1+(n-1)(5.7)
a(1)= 1+(1-1)(5.7)=1
a(1) =1

Fourth term,
n=4
a(4)=1+(4-1)(5.7)
a(4) = 18.1

For 10th term,
n=10
a(10)=1+(10-1)(5.7)=52.3


Answer Link

Otras preguntas

which trinomial is equivalent to (3x-1)(x+4)
which trinomial is equivalent to (3x-1)(x+4)
having troubles with inequalities.. 3.8x + 14.5 < 32
Explain what is the same about two fractions that are like fractions
having troubles with inequalities.. 3.8x + 14.5 < 32
Explain what is the same about two fractions that are like fractions
Explain what is the same about two fractions that are like fractions
which trinomial is equivalent to (3x-1)(x+4)
Explain what is the same about two fractions that are like fractions
what is the sum of 7/10 and 6/100