Question

For the above exercise, Rohini arrived at the following conclusions
a. Every positive integer is larger than every negative integer
b. Zero is less than every positive integer.
c. Zero is larger than every negative integer
d. Zero is neither a negative integer nor a positive integer
e. Farther a number from zero on the right, larger is its value
f. Farther a number from zero on the left, smaller is its value
Do you agree with her? Give examples​ please help me​

Answer 1

Answer:

Yes all these statements are correct.

Step-by-step explanation:

A. For example, 5 is greater than -5 so every positive integer is greater than negative integer.

B. For example, 0 is lesser than 3. So 0 is less than every positive integer.

C. For example, 0 is greater than -1 . So 0 is greater than every negative integer.

D. 0 is neither a negative no. nor a positive no.

E. The nos. on the right of 0 on a no. line are always greater than 0.For example, 1 lies on the right of 0 and it is greater than 0.

F. The nos on the left of 0 on a no. line are smaller than 0. For example, -1 lies on the left of 0 and it is smaller than 0.

Hope it is helpful!

Answer 2

Every positive integer is greater than every negative integer. For example, 2 > -2, 2 > -1, 1 > -1 etc. (iii) There is no greatest or smallest integer. (iv) The smallest positive integer is 1 and the greatest negative integer is -1.

An integer is a whole number that can be either greater than 0, called positive, or less than 0, called negative. Zero is neither positive nor negative. ... For every positive integer, there's a negative integer an equal distance from the origin.

Every positive integer is greater than every negative integer. For example, 2 > -2, 2 > -1, 1 > -1 etc. (iii) There is no greatest or smallest integer. (iv) The smallest positive integer is 1 and the greatest negative integer is -1.