SOLUTION: Picture yourself in a ’special’ world where {{{c^2+s^2=1}}} Under this assumption, select the true statement/s: A) Every {{{1 + (s^2)/(c^2)}}} can be ’exchanged’ fo

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Question 1151425: Picture yourself in a ’special’ world where

Under this assumption, select the true statement/s:
A) Every

can be ’exchanged’ for

B) Every

can be ’exchanged’ for

C) None of these

Found 2 solutions by Edwin McCravy, MathTherapy:
Answer by Edwin McCravy(20056)   (Show Source): You can put this solution on YOUR website!
Picture yourself in a ’special’ world where 

Under this assumption, select the true statement/s:
We try out each possibility:

A) Every

can be ’exchanged’ for

We see if this equation

is equivalent to the original.
We multiply through by the common denominator c²



That is the correct choice.  But let's see why the other one is not correct

B) Every

can be ’exchanged’ for

We see if this equation

is equivalent to the original.
We multiply through by the common denominator c²




And even if I subtract s² from both sides, I get

that is not the same as the original.
So A) is the only correct answer.

Edwin

Answer by MathTherapy(10552)   (Show Source): You can put this solution on YOUR website!
Picture yourself in a ’special’ world where

Under this assumption, select the true statement/s:
A) Every

can be ’exchanged’ for

B) Every

can be ’exchanged’ for

C) None of these

Edwin made a mistake in B)
The way I did it was:
We need to determine IF:
------ Substituting

<====== As you can clearly see, this is TRUE!
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