Question

What is the sum of 104, 25, -11, 15?

Answer 1

Answer: The required sum of 104, 25 , (-11) , 15  is 133

Step-by-step explanation:

To find: The sum of 104, 25 , (-11) , 15

Now

104+ 25+(-11)+15

Now as we know + (-) gives a - sign

Therefore

104+25-11+15

Using BODMAS (Bracket orders divide multiply add subtract )

=104+25+15-11

=144-11

=133

Hence, the required sum of 104, 25 , (-11) , 15  is 133

Answer 2

Answer:

$\red { Sum \: of \: 104, 25 , -11 \:and\: 15 }\green { = 133}$

Step-by-step explanation:

$\red { Sum \: of \: 104, 25 , -11 \: and\:15 }$

$= 104 + 25 +\pink{ (-11) }+ 15$

$= 104 + 25\pink { - 11 }+15$

$= \blue {104 + 25} + 15 - 11$

$= \blue {129 + 15 } - 11$

$= \blue {144 - 11}$

$\green { = 133}$

Therefore.,

$\red { Sum \: of \: 104, 25 , -11 \: and\:15 }\green { = 133}$

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