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Question

# Write the proper sign, < or >, in the empty boxes. (1) $+1\overline{)}+6$ (2) $-8\overline{)}-5$ (3) $-5\overline{)}-8$ (4) $-2\overline{)}+3$ (5) $+3\overline{)}-2$ (6) $-1\overline{)}+1$ (7) $0\overline{)}-7$ (8) $-4\overline{)}+4$ (9) $+2\overline{)}-6$ (10) $-3\overline{)}0$ (11) $-6\overline{)}+5$ (12) $0\overline{)}+7$

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Solution

## (1) On comparing +1 and +6 on a number line, we observe that +6 is to the right of +1. ā“ $+1\overline{)<}+6$ (2) On comparing ā8 and ā5 on a number line, we observe that ā8 is to the left of ā5. ā“ $-8\overline{)<}-5$ (3) On comparing ā5 and ā8 on a number line, we observe that ā5 is to the right of ā8. ā“ $-5\overline{)>}-8$ (4) On comparing ā2 and +3 on a number line, we observe that ā2 is to the left of +3. ā“ $-2\overline{)<}+3$ (5) On comparing +3 and ā2 on a number line, we observe that +3 is to the right of ā2. ā“ $+3\overline{)>}-2$ (6) On comparing ā1 and +1 on a number line, we observe that ā1 is to the left of +1. ā“ $-1\overline{)<}+1$ (7) On comparing 0 and ā7 on a number line, we observe that 0 is to the right of ā7. ā“ $0\overline{)>}-7$ (8) On comparing ā4 and +4 on a number line, we observe that ā4 is to the left of +4. ā“ $-4\overline{)<}+4$ (9) On comparing +2 and ā6 on a number line, we observe that +2 is to the right of ā6. ā“ $+2\overline{)>}-6$ (10) On comparing ā3 and 0 on a number line, we observe that ā3 is to the left of 0. ā“ $-3\overline{)<}0$ (11) On comparing ā6 and +5 on a number line, we observe that ā6 is to the left of +5. ā“ $-6\overline{)<}+5$ (12) On comparing 0 and +7 on a number line, we observe that 0 is to the left of +7. ā“ $0\overline{)<}+7$

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