Provide an appropriate response.Given the objects revealed below, consider the following definitions.R = {rectangular objects}S = {striped objects}L = {large objects}Place the objects in the correct regions of the Venn diagram.
Objects:
What will be an ideal response?
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Compare the decimal numbers, and insert <, >, or = to form a true statement.816.1804 
816.1408
A. < B. > C. =
The circle graph shows the results of the student council presidential election. The complete circular area represents 100% of the votes.
The circle graph shows what percent of the vote each person received.What percent of the votes did Ted NOT get?
A. 65% B. 85% C. 70% D. 15%
Solve the problem.Find the fourth-degree polynomial satisfying the following conditions.P(-2) = -122, P(-1) = 23, P(0) = 18, P(1) = -23, P(2) = -250
A. P(x) = 2268x4 + 354x3 - 250x2 - 354x + 18 B. P(x) = -11x4 - 3x3 - 7x2 - 20x + 18 C. P(x) = 11x4 + 3x3 - 7x2 - 20x + 18 D. P(x) = -2268x4 - 354x3 - 250x2 - 354x + 18
Solve. Round results to the nearest thousandth.9x2 + 9x + 1 = 0
A. 0.498, -1.498 B. -0.127, -0.873 C. 1.498, -0.498 D. 0.873, 0.127