Question

1. L is either greater than or equal to G.
2. S is either smaller than or equal to G.
3. S is greater than L.
If the first two statements are true, then the third
statement is:​

Answer 1

Answer:

the 3rd statement is false

Step-by-step explanation:

accg to the statements

L >= G means L may be greater than G

S <= G means S may be smaller than G

so S is smaller or equal to L but cannot be greater than L.

hope you understood..

Answer 2

Given statements:

1. L is either greater than or equal to G.

2. S is either smaller than or equal to G.

3. S is greater than L.

To check: whether 3rd statement is true or not.

Solution:

Know that from the question,

L is either greater than or equal to G$=L\geq G$

and

S is either smaller than or equal to G$=S\leq G$

Form the expression according to statements 1 and 2.

$L\geq G\geq S$

Observe the third statement, S is greater than L,$S>L$.

Understand that if 1st and 2nd statements are true then, S should either be less than or equal to L.

Therefore, statement 3 is not true.