Example 8 2 10 if the positive number is greater the sum will be a positive numberExample 8 2 6 if the negative number is greater the sum will be a negative numberExample 82 the c ID: 883651
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1 Adding with () and (+) numbers. (+) + (+
Adding with () and (+) numbers. (+) + (+) = +Example: 8 + 2 = 10(+) + () = if the positive number is greater, the sum will be a positive number.Example: 8 2 = 6(+) + () = if the negative number is greater, the sum will be a negative number.Example: 8+2 = ) + () = the combined total of the negative numbersExample: 8 + (2) = Subtracting with () and (+) numbers. (+) (+)= +Example: 8 2 = 6(+) ) = the negative signs cancel each other out and become positive.Example: 8 2) = 8 + (+2) = 8 + 2 = 10) ) = the negative signs cancel each other out and become a positive.Example: 2)=8 + (+2)= 8 + 2 = )
2 (+)=the minus sign cancels out the posi
(+)=the minus sign cancels out the positive number; the answer will be a greater negative number.Example: (+2)= 2 = Multiplying with () and (+) numbers. (+) x (+) = +Example: 8 x 2 = 16(+) x () = Example: 8 x (2) = ) ) = +Example: 8 x (2) = 16 Dividing with () and (+) numbers. (+) ÷ (+) = +Example: 8 ÷ 2 = 4(+) ÷ () = Example: 8 ÷ (2) = ) ÷ (+) = Example: 8 ÷ 2 = ) ÷ () = +Example: 8 ÷ (2) = 4 Multiplying with even and oddexponents. = + Example: Example: (If the number is negative: even exponents will produce a positive answer and odd exponents will produce a negative answer)