1(1+1)+3-|||-3(1-T)=

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摘要亲你好，很高兴为你解答，1(1+1)+3-|||-3(1-T)=。答案是，1(1+1)+3-|||-3(1-T)||First, let's simplify the expression inside the absolute value:-3(1-T) = -3 + 3TNow, we can substitute this expression into the absolute value:|||-3(1-T)|| = |||-3 + 3T||Since -3 + 3T can be positive or negative, we need to consider both cases:- If -3 + 3T is positive, then |||-3 + 3T|| = -3 + 3T- If -3 + 3T is negative, then |||-3 + 3T|| = 3 - 3T

咨询记录 · 回答于2023-03-21

1(1+1)+3-|||-3(1-T)=

亲你好，很高兴为你解答，1(1+1)+3-|||-3(1-T)=。答案是，1(1+1)+3-|||-3(1-T)||First, let's simplify the expression inside the absolute value:-3(1-T) = -3 + 3TNow, we can substitute this expression into the absolute value:|||-3(1-T)|| = |||-3 + 3T||Since -3 + 3T can be positive or negative, we need to consider both cases:- If -3 + 3T is positive, then |||-3 + 3T|| = -3 + 3T- If -3 + 3T is negative, then |||-3 + 3T|| = 3 - 3T

So, we have two possible expressions for the absolute value. Let's substitute them back into the original expression:1(1+1)+3-(-3+3T)=4+3T1(1+1)+3-(3-3T)=4-3+3T=1+3TTherefore, the final answer is either 4+3 T or 1+3T, depending on the value of-3+3T.

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