Question

Question # 27
1. R is either greater than or equal to N.
2. P is equal to B.
3. U is not equal to B.
4. R is smaller than B
5. N is smaller than B.
If the first four statements are true, then the fifth statement is:​

Answer 1

Answer:

The fifth statement also true

Step-by-step explanation:

Because

R is smaller than B

then N is also Smaller than B

as the R is greater or equal to N

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Answer 2

Answer:

We should find the relation between P, Q, R, N and B.. Then only we can prove the given fifth statement is true or false.

Final Answer: The fifth statement is true.

Step-by-step explanation:

1. R is either greater than or equal to N => R > = N.
2. P is equal to B  => P = B.
3. U is not equal to B  => U ≠ B.
4. R is smaller than B  => R < B.
5. N is smaller than B  => N < B.

This is the given statements. From the above four statements,

• B is the greatest one compare with others.
• So that, these four statements can be written as,

                      P = B > R> = N, U ≠ B  ---------------(1)

• Our fifth statement is N is smaller than B. From the equation(1), N is smaller than B is correct. So that fifth statement is true.

Final Answer: The fifth statement is true.