Question

find the sum of (-9999) (-2001) and (-5999) with explanation​

Answer 1

Answer:

Hey Buddy, Let's do this...

Final answer). -17999.

Step-by-step explanation:

Sum of (-9999) (-2001) and (-5999)

= (-9999) + (-2001) + (-5999)

= -9999 - 2001 - 5999

= -12000 - 5999

= -17999.

Hope that helps...

Please mark my answer as brainliest if possible...

#Phenomenal...

Answer 2

Concept

While adding two or more numbers, the unit's digits are added together, ten's digits together and so on.

Given

Three numbers -9999, -2001, -5999

Find

we need to find the sum of the numbers given above

Solution

We have -9999, -2001 and -5999

The sum of these numbers will be

(-9999) + (-2001) + (-5999)

Since, negative * positive = negative, we get

-9999 - 2001 -5999

Takin the negative sign common, we get

- (9999 + 2001 + 5999)

Adding all the numbers inside the bracket we get

- (17,999)

Thus, the sum of (-9999) (-2001) and (-5999) is -17,999.

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