To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle -44\geq11\cdot1^{3}\)\(\displaystyle -44\geq11\cdot1\)\(\displaystyle -44\geq11\)

Since \(\displaystyle -44\) is not greater than or equal to \(\displaystyle 11\) the point is not included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle -7\geq5\cdot7^{3}\)\(\displaystyle -7\geq5\cdot343\)\(\displaystyle -7\geq1715\)

Since \(\displaystyle -7\) is not greater than or equal to \(\displaystyle 1715\) the point is not included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle 20\geq-6\cdot25^{5}\)\(\displaystyle 20\geq-6\cdot9765625\)\(\displaystyle 20\geq-58593750\)

Since \(\displaystyle 20\)is greater than\(\displaystyle -58593750\)the point is included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle 38\geq9\cdot45^{2}\)\(\displaystyle 38\geq9\cdot2025\)\(\displaystyle 38\geq18225\)

Since \(\displaystyle 38\) is not greater than or equal to \(\displaystyle 18225\) the point is not included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle -32\geq22\cdot20^{6}\)\(\displaystyle -32\geq22\cdot64000000\)\(\displaystyle -32\geq1408000000\)

Since \(\displaystyle -32\) is not greater than or equal to \(\displaystyle 1408000000\) the point is not included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle -21\geq-15\cdot27^{2}\)\(\displaystyle -21\geq-15\cdot729\)\(\displaystyle -21\geq-10935\)

Since \(\displaystyle -21\)is greater than\(\displaystyle -10935\)the point is included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle -43\geq-6\cdot31^{5}\)\(\displaystyle -43\geq-6\cdot28629151\)\(\displaystyle -43\geq-171774906\)

Since \(\displaystyle -43\)is greater than\(\displaystyle -171774906\)the point is included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle 0\geq-26\cdot9^{2}\)\(\displaystyle 0\geq-26\cdot81\)\(\displaystyle 0\geq-2106\)

Since \(\displaystyle 0\)is greater than\(\displaystyle -2106\)the point is included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle 32\geq10\cdot6^{4}\)\(\displaystyle 32\geq10\cdot1296\)\(\displaystyle 32\geq12960\)

Since \(\displaystyle 32\) is not greater than or equal to \(\displaystyle 12960\) the point is not included in the inequality.

To see if the point is included in the inequality, we need to plug in the \(\displaystyle \uptext{x}\) value.\(\displaystyle -8\geq21\cdot48^{6}\)\(\displaystyle -8\geq21\cdot12230590464\)\(\displaystyle -8\geq256842399744\)

Since \(\displaystyle -8\) is not greater than or equal to \(\displaystyle 256842399744\) the point is not included in the inequality.