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Subtract.

-5-(-6)=

Subtract.\newline5(6)= -5-(-6)=

Full solution

Q. Subtract.\newline5(6)= -5-(-6)=
  1. Identify Signs: Identify the signs of the numbers involved in the subtraction.\newlineWe have 5-5 and (6)-(-6). The first number is negative, and the second number is also negative, but we are subtracting a negative, which is the same as adding a positive.
  2. Rewrite Subtraction: Rewrite the subtraction of a negative number as the addition of a positive number.\newlineSubtracting a negative number is the same as adding its positive counterpart. So, 5(6)-5 - (-6) becomes 5+6-5 + 6.
  3. Add Numbers: Add the two numbers.\newlineNow we have 5+6-5 + 6. Since the signs are different, we subtract the smaller absolute value from the larger absolute value and keep the sign of the larger absolute value number.\newlineCalculate: 65=16 - 5 = 1
  4. Determine Sign: Determine the sign of the final answer.\newlineSince 66 has a larger absolute value than 55 and its sign is positive (after converting the subtraction of a negative to addition), the final answer will be positive.
  5. Combine Results: Combine the results to find the final answer.\newlineWe found that 65=16 - 5 = 1 and the final answer is positive.\newlineSo, 5(6)=1-5 - (-6) = 1.