Для решения данных заданий необходимо раскрыть скобки и привести подобные слагаемые.
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$$\begin{aligned}
&(a^2 - 0.45a + 1.2) + (0.8a^2 - 1.2a) - (1.6a^2 - 2a) = \\
&a^2 - 0.45a + 1.2 + 0.8a^2 - 1.2a - 1.6a^2 + 2a = \\
&(a^2 + 0.8a^2 - 1.6a^2) + (-0.45a - 1.2a + 2a) + 1.2 = \\
&-0.2a^2 + 0.35a + 1.2
\end{aligned}$$
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$$\begin{aligned}
&(y^2 - 1.75y - 3.2) - (0.3y^2 + 4) - (2y - 7.2) = \\
&y^2 - 1.75y - 3.2 - 0.3y^2 - 4 - 2y + 7.2 = \\
&(y^2 - 0.3y^2) + (-1.75y - 2y) + (-3.2 - 4 + 7.2) = \\
&0.7y^2 - 3.75y + 0
\end{aligned}$$
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$$\begin{aligned}
&6xy - 2x^2 - (3xy + 4x^2 + 1) - (-xy - 2x^2 - 1) = \\
&6xy - 2x^2 - 3xy - 4x^2 - 1 + xy + 2x^2 + 1 = \\
&(6xy - 3xy + xy) + (-2x^2 - 4x^2 + 2x^2) + (-1 + 1) = \\
&4xy - 4x^2
\end{aligned}$$
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$$\begin{aligned}
&-(2ab^2 - ab + b) + 3ab^2 - 4b - (5ab - ab^2) = \\
&-2ab^2 + ab - b + 3ab^2 - 4b - 5ab + ab^2 = \\
&(-2ab^2 + 3ab^2 + ab^2) + (ab - 5ab) + (-b - 4b) = \\
&2ab^2 - 4ab - 5b
\end{aligned}$$
Ответ: а) $$-0.2a^2 + 0.35a + 1.2$$; б) $$0.7y^2 - 3.75y + 0$$; в) $$4xy - 4x^2$$; г) $$2ab^2 - 4ab - 5b$$.