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2. Here we need to apply the integer law of addition that is ⇒
(-) + (-) = (-)
(+) + (+) = (+)
(+) + (-) = (-)
(i) (-41) + (-82) +72 = (-51)
(ii) 59 + (-14) + (-73) = (-28)
(iii) 382 + (-126) + (-464) = (-208)
(iv) (-623) + (235) + (745) = (357)
(v) (-441) + (-354) + (-205) = (-1000)
(vi) (-625) + 925 + 100 + (-200) = 200
3. Additive inverse of a number is a number that sums up to 0.
For example ⇒ x + (-x) = 0
(i) Additive inverse of 52 is (-52) because 52 + (-52) = 0.
(ii) Additive inverse of (-86) is (86) because (-86) + 86 = 0.
(iii) Additive inverse of (-103) is (103) because (-103) + (103) = 0.
(iv) Additive inverse of (-1) is (1) because (-1) + 1 = 0.
(v) Additive inverse of (-23) is (23) because (-23) + (23) = 0.