if a > b, thenwhich inequality is always true? A)a - b <0 B)a <b2 C)a2> b2 D)a/ -4 > b/-4 E)a + 5 >b ******please answer quickly! willgive pointsasap!****** thank u!

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23 Nov 2019

if a > b, thenwhich inequality is always true?

A)a - b <0

B)a <b²

C)a²> b²

D)a/ -4 > b/-4

E)a + 5 >b

please answer quickly! willgive pointsasap!

thank u!

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Related questions

A and b are two fixed points in the plane; k is a fixedrealnumber. Find the locus of points P for which

PA² + PB²=k

What condition must k satisfy for this locus not to be anemptyset?

P(x,y)

(a₁,a₂) B

(b₁,b₂)

Denote p=<x,y>,A=<a₁,a₂>,andB=<b₁,b₂>

We need to show that it is indeed the equation of acircle.Certainly k cannot be arbitrary: if k<0 then the locus isemptysince in that case PA²+PB² =k cannotpossiblybe satisfied by any point.

So PA² + PB² = k

(x-a₁)² +(y-a₂)²+(x-b₁)²+(y-b₂)²=k

PA²+ PB² =k
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also and explanation of what k has to be?

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