determine-if-the-series-m15m4m2displaystylesumm1infty-frac5m4m-2-diverges-using-

Question

Determine if the series ∑m=1∞5m4m−2\displaystyle\sum_{m=1}^{\infty} \frac{5m}{4m - 2}  diverges using the Divergence Test, or state if the test is inconclusive.

Accepted Answer

Diverges

Answer

Test is inconclusive

Determine if the series ∑m=1∞5m4m−2\(\displaystyle\]\sum\)_{m=1}^{\(\infty\)} \(\frac{5m}{4m - 2}\) diverges using the Divergence Test, or state if the test is inconclusive.

Determine if the series $\sum_{m = 1}^{\infty} \frac{5 m}{4 m - 2}$ diverges using the Divergence Test, or state if the test is inconclusive.