By what should the additive inverse of (3/4-2/3) be divided to get -1/6?
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Step-by-step explanation:
The additive inverse of the proper fraction 2/3 is -2/3
PREMISES
y=the additive inverse of 2/3
CALCULATIONS
y=the additive inverse of 2/3
ALGORITHM
Set y=0 to find the additive inverse of a number: y=0=a-a
0=2/3-a
a=
2/3
PROOF
If a=2/3, then the inverse of the expression 2/3-a returns
0+a=2/3
0+2/3=2/3 and
2/3=2/3 establishes the root (zero) a=2/3 of the statement 0=2/3-a.
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