ArianaS748334 ArianaS748334
  • 03-11-2022
  • Mathematics
contestada

Find the geometric mean of the sequence: 2112,______,33

Respuesta :

AricelaX736932 AricelaX736932
  • 03-11-2022

The sequence first term is a = 2112 and last term is b = 33.

The formula for the geometric mean is,

[tex]\sqrt[]{a\cdot b}[/tex]

Determine the geometric mean of 2112 and 33.

[tex]\begin{gathered} \sqrt[]{2112\cdot33}=\sqrt[]{69696} \\ =264 \end{gathered}[/tex]

So geometric sequence is 264.

Answer: 264

Answer Link

Otras preguntas

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
having troubles with inequalities.. 3.8x + 14.5 < 32
having troubles with inequalities.. 3.8x + 14.5 < 32
which trinomial is equivalent to (3x-1)(x+4)
having troubles with inequalities.. 3.8x + 14.5 < 32
which trinomial is equivalent to (3x-1)(x+4)