In a geometric progression, the first, third and fifth terms may be considered as the first, fourth, and sixteenth terms of an arithmetic progression. Determine the fourth term of this arithmetic progression knowing that its first term is 5.

Question

Vikas TU · Answer

a = 5 given. and ar^2 = a + 3d...............(1) and ar^4 = a + 15d.................(2) solve eqns. 1 and 2 after substituting a=5 and write T4 = a+3d.

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In a geometric progression, the first, third and fifth terms may be considered as the first, fourth, and sixteenth terms of an arithmetic progression. Determine the fourth term of this arithmetic progression knowing that its first term is 5.

In a geometric progression, the first, third and fifth terms may be considered as the first, fourth, and sixteenth terms of an arithmetic progression. Determine the fourth term of this arithmetic progression knowing that its first term is 5.

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In a geometric progression, the first, third and fifth terms may be considered as the first, fourth, and sixteenth terms of an arithmetic progression. Determine the fourth term of this arithmetic progression knowing that its first term is 5.

In a geometric progression, the first, third and fifth terms may be considered as the first, fourth, and sixteenth terms of an arithmetic progression. Determine the fourth term of this arithmetic progression knowing that its first term is 5.

1 Answers

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Other Related Questions on Algebra

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