It is an exercise question (#19) in the book with image showing all details.
My answer is given below, & request vetting. $$\sum_{k=19}^{20} \binom{20}{x}\cdot 3^{(20-k)} $$ $$\binom{20}{19}\cdot 3^1 => 60$$
You almost got it, $(0.9 ) 20 = 18$, it should be
$$\sum_{k=\color{red}{18}}^{20} \binom{20}{x}\cdot 3^{(20-k)} $$
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You almost got it, $(0.9 ) 20 = 18$, it should be
$$\sum_{k=\color{red}{18}}^{20} \binom{20}{x}\cdot 3^{(20-k)} $$