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Zero is larger than every negative integ...

Zero is larger than every negative integer.

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Similar Questions

Explore conceptually related problems

Every positive integer is larger than every negative integer.

(iii) Zero is greater than every negative integer since 0 is to the right of every negative integer.

Which of the following statements are true? (i) The smallest integer is zero (ii) The opposite of zero is zero (iii) Zero is not an integer (iv) 0 is larger than every negative integer. (v) The absolute value of an integer is greater than the integer. (vi)A positive integer is greater than its opposite (vii)Every negative integer is less than every natural number. (viii)0 is the smallest positive integer.

For each of the following statements , write (T) for true and (F) for false : (i) The smallest integer is zero . (ii) Zero is not an integer . (iii) The opposite of zero is zero . (iv) -10 is greater than -6 . (v) The absolute value of an integer is always greater than the integer. (vi) 0 is larger than every negative integer. (vii) Every negative integer is less than every natural number. (viii) The successor of -187 " is " - 188 . (ix) The predeccessor of -215 " is " -214 .

(ii) Zero is less than every negative integer since 0 is to the left side of side of every positive integer.

Negative integers

(i) Every positive is greater than every negative integer since every positive integer is to the right side of every negative integer.

Zero is less than every positive integer.

(iii) Every positive rational number is greater than every negative rational number.

If x be any non zero integer and m, n be negative integers. Then x^(m)xxx^(n) is equal to