Math, asked by minahil952, 10 months ago

Addition subraction multiplication division rule positive negative

Answers

Answered by Anonymous
5

\huge{\mathfrak{\purple{h}\green{e}\red{l}\pink{l}\blue{o}}}

\huge\boxed{\fcolorbox{Red}{Blue}{QUESTION:}}

\huge\red{\underline{\underline{\sf{Integers\:rules}}}}

\huge\green{\fbox{\mathbb{SOLUTION===>}}}

ADDITION:

Positive:

(+a) + (+b) = (+c)

Negative:

(-a) + (-b) = (-c) (add and give -ve sign)

-ve & +ve :

(-a) + (+b) = (±c) (The number which is greater that numbers sign should be given)

SUBTRACTION:

Positive:

(+a) - (+b) = (+c) (a > b)

(+a) - (+b) = (-c) (a < b)

Negative:

(-a) - (-b) = (-c) (a > b)

(-a) - (-b) = (+c) (a < b)

-ve & +ve:

(-a) - (+b) = (-c)

(+a) - (-b) = (+c) (Add and give positive sign)

MULTIPLICATION:

(+a) × (+b) = (+c)

(-a) × (+b) = (-c)

(+a) × (-b) = (-c)

(-a) × (-b) = (+c)

DIVISION:

(+a) ÷ (+b) = (+c)

(-a) ÷ (+b) = (-c)

(+a) ÷ (-b) = (-c)

(-a) ÷ (-b) = (+c)

&lt;body bgcolor=black&gt;&lt;marquee direction="up"&gt;&lt;font color=rehcdjddv&gt;

PLZ LIKE THE ANSWER AND MARK IT AS BRAINLIEST.

&lt;body bgcolor="black"&gt;&lt;font color="red"&gt;&lt;marquee scrollamount =1300 /&gt;

ANSWER BY MANAS817

Similar questions