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Find the value of each of the following:
(i) $312+(-165)+(-35)$
(ii) $1318+(-385)+(-215)+500$
Given :
The given terms are (i) $312+(-165)+(-35)$ and (ii) $1318+(-385)+(-215)+500$
To do :
We have to find the values of the given terms.
Solution :
We know that,
$(+) \times (-) = (-)$
Therefore,
(i)$312+(-165)+(-35) = 312-(165)-(35)$
$= 312-(165+35)$
$= 312-200$
$= 112$.
Therefore, the value of $312+(-165)+(-35)$ is 112.
(ii) $1318+(-385)+(-215)+500 = 1318-(385)-(215)+500$
$= 1318+500-(385+215)$
$= 1318+500-600$
$= 1818-600$
$= 1218$
Therefore, the value of $1318+(-385)+(-215)+500$ is 1218.