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#1 2024-04-28 06:42:35

mathxyz
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From: Brooklyn, NY
Registered: 2024-02-24
Posts: 901

Properties of Real Numbers...Part 2

Transitive Property

If a number x = a number y = a number z, we can say that x = z.

Say that x = sqrt{a}, I can also say y = sqrt{a}, which leads to also saying that z = sqrt{a}.

You say?

Principle of Substitution

If a number x = a number y, I can also substitute y for x in any expression containing x.

Can you provide an example to show this is true?


The greatest truth about the Rapture is not its timing but it's reality.

Dr. David Jeremiah

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#2 2024-04-28 19:42:38

Bob
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Registered: 2010-06-20
Posts: 10,374

Re: Properties of Real Numbers...Part 2

yes.

Points on the line y=x obey this idea.  So (3,3) is on the line. So is (x+5,y+5)

Bob


Children are not defined by school ...........The Fonz
You cannot teach a man anything;  you can only help him find it within himself..........Galileo Galilei
Sometimes I deliberately make mistakes, just to test you!  …………….Bob smile

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#3 2024-04-29 06:45:02

mathxyz
Member
From: Brooklyn, NY
Registered: 2024-02-24
Posts: 901

Re: Properties of Real Numbers...Part 2

Bob wrote:

yes.

Points on the line y=x obey this idea.  So (3,3) is on the line. So is (x+5,y+5)

Bob


Interesting, Bob. Considering that my unemployment status continues until the Coney Island high rise residential complex is ready, I can dedicate more time for mathematics. I will be be financially squeezed but happy to be spending more time with Michael Sullivan.


The greatest truth about the Rapture is not its timing but it's reality.

Dr. David Jeremiah

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