Question

Solve the problems
2/6x42
- 4/26x52
2/3-4/6​

Answer 1

Answer:

Detail about why my answer is correct:

1. Your first equation implies that 4=0.

Proof:

If 2=6, then 2-2=6-2, because of the compatibility of equality in arithmetic with the subtraction operator. Since 2-2=0, it follows from your first equation that 0=6-2, because of transitivity of equality and the substitution rule for equality. Since 6-2=4, it then follows that 0=4, by the substitution rule for equality.

QED

2. Your second equation implies that 9=0.

Proof:

If we assume that 3=12. Then 12=3, by the symmetry property of equality. Thus, because equality is compatible with subtraction, 12-3=3-3=0. By transitivity of equality and since 12-3=9, and by the substitution rule, it follows from the given assumption that 9=0.

QED

3. Your first two equations imply that 4=9.

Proof:

Assume that 2=6 and 3=12. By 1. above, we get 4=0, and by 2. above, we get that 9=0, so by symmetry and transitivity of equality, we have 4=9.

QED

4. From your equations, anything can be proven, because you are beginning with false assumptions.

HOPE U HAVE SOME HELP

Answer 2

Answer:

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Step-by-step explanation:

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