ndash; 5 ndash; 5 can be written as ( ndash;5) + ( ndash;5) Since both the numbers have same signs, we have: 5 + 5 = 10 Now, we will give 10 the sign ...

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Standard VI

Mathematics

Addition of Integers

Subtract:10 -...

Question

Subtract:

(10) −5 − 5

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Solution

– 5 – 5 can be written as (–5) + (–5)
Since both the numbers have same signs, we have:
5 + 5 = 10
Now, we will give 10 the sign of –5, i.e., the negative sign.
∴ –5 – 5 = –10

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Question 3 (vi)

Subtract:

$- x^{2} + 10 x - 5 f r o m 5 x - 10$

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Q. Subtract

(- x^{2}) + 10 x - 5

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Q. Subtract

- x^{2} + 10 x - 5 f r o m 5 x - 10

Subtract 5 from -5.

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Subtract: (10) −5 − 5

– 5 – 5 can be written as (–5) + (–5) Since both the numbers have same signs, we have: 5 + 5 = 10 Now, we will give 10 the sign of –5, i.e., the negative sign. ∴ –5 – 5 = –10

Subtract:

(10) −5 − 5

– 5 – 5 can be written as (–5) + (–5)
Since both the numbers have same signs, we have:
5 + 5 = 10
Now, we will give 10 the sign of –5, i.e., the negative sign.
∴ –5 – 5 = –10