Let \({a}_{1},{a}_{2},{a}_{3},\ldots \ldots\) be an A.P. and \({g}_{1}={a}_{1},{g}_{2},{g}_{3}\ldots \ldots\) be an incr…

Let \({a}_{1},{a}_{2},{a}_{3},\ldots \ldots\) be an A.P. and \({g}_{1}={a}_{1},{g}_{2},{g}_{3}\ldots \ldots\) be an increasing G.P. If \({a}_{1}={a}_{2}+{g}_{2}=1\) and \({a}_{3}+{g}_{3}=4\), then \({a}_{10}+{g}_{5}\) is equal to:

[JEE Main 2026, 2 Apr (Shift 2)]