After listening to $- 13$ , Ted went to the king, - $1$ , and told him everything that $1$ had told Ted about $0$ . On this $- 1$ asked, “Then, where is $0$ ?” Ted thought and thought about this, but couldn’t get the answer. Then something struck his head. He asked $- 1$ , “Is ‘ $0$ ’ larger or smaller than you?”

$- 1$ replied: “Of course it is smaller than me, I am the king!” Is this statement given by $- 1$ true or false?

True

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False

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Solution

The correct option is B
False

Since the house of number $0$ is on right side of number $- 1, 0$ must be larger than $- 1$ . This means that $- 1$ , the king of negative integers, is LYING. So, the statement is FALSE.

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Similar questions

After listening to -1, you told him everything that 1 told you about 0. On this -1 asked- "Then, where is 0?” You thought and thought about this but couldn't get the answer. Then something struck your head. You asked -1: "Is '0' larger or smaller than you?”-1 replied: "Of course it is smaller than me, I am the king!!!” Is this statement given by -1 true or false?

Ted asked $1$ , “But where did $0$ go?” On this, $1$ ’s sad face became red with anger. It said: “ $0$ didn’t go anywhere; it was kidnapped.” Ted got astonished on this. “Kidnapped?”, he asked, “By whom?”

Then $1$ took Ted to $0$ ’s house. After $0$ ’s house, there was a wall, pointing to which $1$ said with a serious tone - “Beyond the wall, the kidnappers live. They look like us but have a ‘–‘ sign before them.” The numbers who live beyond the wall are also called ___ of the numbers living in the world of natural numbers.

We don't go through the ground we stand on it because of this force. Name this force.

Q. Match the statement in column I with the results in column II

\begin{matrix} Column- I & Column - II (A) A variable resistor is connected across a non ideal & (P) First increases for some time cell. As the variable resistor is & and then decreases continuously increased from zero to a very large value, the electric power consumed by the variable resistor (B) A circular ring lies in space having & (Q) First decreases for some time uniform and constant magnetic field which & and then increases is parallel to plane of the ring. Keeping the centre of ring fixed, the rings is rotated by 180^{\circ} about one of its diameter which is perpendicular to magnetic field with constant angular speed. For the duration the ring rotates, the magnitude of induced emf in the ring (C) A thin rod of length 1 cm lies along & (R) is always constant principal axis of a convex lens of focal length 5 cm. One end of rod is at a distance 10 cm from optical centre of the lengs. The convex lens is moved (without rotation) perpendicular to initial principal axis by 5 mm and brought back to its initial position. Length of image of the rod (D) A bulb (of negiligible inductance) and a & (S) increases or may increase capacitor in series are connected across an & over some time interval. ideal AC source of constant peak voltage and variable frequency. As frequency of AC source is continuously increased, the brightness of bulb \end{matrix}

Q. Solve each of the following equations and verify the answer in each case:

\frac{n}{4} - 5 = \frac{n}{6} + \frac{1}{2}

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The correct option is B False Since the house of number 0 is on right side of number −1,0 must be larger than −1. This means that −1, the king of negative integers, is LYING. So, the statement is FALSE.

The correct option is B
False

Since the house of number $0$ is on right side of number $- 1, 0$ must be larger than $- 1$ . This means that $- 1$ , the king of negative integers, is LYING. So, the statement is FALSE.