According to the research, the statement "Linear molecules must be nonpolar, thus linear molecules cannot participate in dipole-dipole attraction" is true.
<h3>What are dipole-dipole attractions?</h3>
It is observed between a positive dipole of a polar molecule with the negative dipole of another, the atom with the highest electronegativity attracts electrons towards itself, forming a negative dipole around it.
In polar covalent bonds, the atom with the least electronegativity, the dipole formed has a positive charge, since it partially gives up its electrons.
Therefore, we can conclude that according to the research, the statement "Linear molecules must be nonpolar, thus linear molecules cannot participate in dipole-dipole attraction" is true.
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The objectives of Accenture's e-stewards program are:
- Its goals to provide a more sustainable and responsible recycling solution to electronic waste (e-waste) problem
- Right handling of electronic waste and no more dumping of electronic waste in poor countries
- No exportation of harmful electronic wastes
- A shift to reuse and resale, repair, republish and re-manufacture.
- E-waste encompasses all waste of electrical and electronic equipment that are often disposed with or without the intent of reuse. is disposed via incineration, reuse, recycling etc.
- e-Stewards is simply known as a form of certification to an organisation, company or recycling business gotten from the international non-profit environmental group.
Conclusively, we can say that the objectives of Accenture's e-stewards program are:
- Its goals to provide a more sustainable and responsible recycling solution to electronic waste (e-waste) problem
- Right handling of electronic waste and no more dumping of electronic waste in poor countries
- No exportation of harmful electronic wastes
- A shift to reuse and resale, repair, republish and re-manufacture.
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The equation
shows that the diagonals are congruent perpendicular bisectors.
The vertices of the square are given as:
- c = (1,1)
- d = (3,1)
- e =(3,-1)
- f = (1,-1)
<h3>How to determine the
congruent perpendicular bisectors.</h3>
Start by calculating the slope of diagonal ce using:

So, we have:



Next, calculate the slope of diagonal df using:

So, we have:



The slopes of both diagonals are:


By comparing both slopes, we have:

i.e.

Hence,
shows that the diagonals are congruent perpendicular bisectors.
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