Mathematics, 27.09.2021 18:10 phucnguyen1967

El valor opuesto de -52 es

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Answer from: cristinaledford3696

The reciprocal of -52 is +52.

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EXPLANATION

Positive and negative formulas

Positive = (+)

Negative = (-)

Sum

a) (+) + (+) = (+). Example: 3 + 9 = 12

b) (-) + (-) = (-). Example: ( -2) + (-3) = (-5)

c) (+) + (-) = can be (+) or (-)

If (+) is greater then the result is (+)If (-) is greater then the result is (-)

Example:

18 + (-4) = 14 → positive result8 + (-14) = (-6) → negative result

d) (-) + (+) = Some are (+) and some are (-)

If (+) is greater then the result is (+)If (-) is greater then the result is (-)

Example:

(-7) + 5 = (-2) → the result is negative(-4) + 7 = 3 → the result is positive

Subtraction

a) (+) - (+) = can be (+) or (-)

If the form of the first number is greater then the result is positive (+)If the form of the second number is greater then the result is negative (-)

Example:

8 - 7 = 1 → positive result3 - 8 = (-5) → negative result

b) (-) - (-) = Some are (+) and some are (-)

If the form of the first number is greater than the second number, the result is (+)If the form of the second number is greater then the result is (-)

Example:

(-6) - (-9) = (-6) + 9 = 3 → the result is positive because -6 (first number) is bigger than -9 (second number)(-17) - (-8) = (-17) + 8 = (-9) → the result is negative because -17 (first number) is less than -8 (second number)

c) (+) - (-) = (+)

d) (-) - (+) = (-)

Multiplication

(+) x (+) = (+)

(-) x (-) = (+)

(+) x (-) = (-)

(-) x (+) = (-)

Distribution

(+) : (+) = (+)

(-) : (-) = (+)

(+) : (-) = (-)

(-) : (+) = (-)

CONCLUSION

The reciprocal of -52 is +52.

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${\large{\blue{\mathfrak{Learn \: More \: Continue}}}}$

4 + (-9) - 9 → 38 x (-26) - (-1120):32 +125 → The properties of arithmetic operations that apply to the multiplication of integers are ...,..,and... → How to do 342 + (-205) x (-11) → Mixed integer operations? 150-100:(-2)= →

${\large{\green{\mathfrak{Details \:Answer}}}}$

Subject: Mathematics

Material : Chapter 5 - Integer Counting Operations

Categorization Code : 5.2.1

Keywords : Operations to Count Integers, Addition, Subtraction, Multiplication, Division, Positive Integers, Negative Integers

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