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Which inequality shows the region represented by the

inequality in vertex form?

Oy2(x-50)² +625

O yz-(x +50)² +625

O y2(x +50)² +625

O yz-(x-50)² +625

Which inequality shows the region represented by the inequality in vertex form Oy2 x 50 ² 625 O yz x 50 ² 625 O y2

Answer :

The appropriate answer to that same previous information is y ≥ -(x-50)² + 25

Why does inequality matter?

According to analysts, inequality promotes political dysfunction and slows down economic progress. Because wealthy households typically spend a smaller share of their earnings than do poorer households, concentrated riches lower the amount of demand within the economy. The economy may suffer if low-income families have fewer possibilities.

Assume that the equation is y = a(x-h)² + k

y - a (x-50)² + 625

Put (61,504) in the equation

504 = a(61 - 50)² + 625

504 = a.121+625

121a = -121

a = -1

y = -(x-50)² + 625

Hence, y ≥ - (x-50)² + 625

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