Answered

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state whether ordered pair of numbers is a solution of the sentence:


3y>2x+1;(4,3)

Sagot :

Konrad509idn
[tex]3\cdot3>2\cdot4+1\\ 9>9[/tex]

It's not.
AL2006idn
3y > 2x + 1

You have asked us to check out the point where  x=4  and  y=3 .
All we need to do is to plug those numbers in place of 'x' and 'y',
and see whether the resulting statement is true:

3y > 2x + 1

3(3) > 2(4) + 1

On the left side, 3(3) is the same as 9.
On the right side, 2(4) + 1 is the same as (8 + 1) and that's 9 .

So the statement says:    9  >  9 ,  and that's not true.
9 is equal to 9, it is not greater than 9 .

So this point is not a solution of the inequality.

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