Solve the following (|-1+4|+|-5+1|)÷|15-1|

asked by guest
on Nov 18, 2024 at 7:23 am



You asked:

Evaluate the expression: ∣−1+4∣+∣−5+1∣∣15−1∣\frac{\left\lvert -1 + 4\right\rvert + \left\lvert -5 + 1\right\rvert}{\left\lvert 15 - 1\right\rvert}

MathBot Answer:

Simplified: ∣−1+4∣+∣−5+1∣∣15−1∣=12=0.5\frac{\left\lvert -1 + 4\right\rvert + \left\lvert -5 + 1\right\rvert}{\left\lvert 15 - 1\right\rvert} = \frac{1}{2} = 0.5

Expanded: ∣−1+4∣+∣−5+1∣∣15−1∣=∣−1+4∣∣−1+15∣+∣−5+1∣∣−1+15∣=0.5\frac{\left\lvert -1 + 4\right\rvert + \left\lvert -5 + 1\right\rvert}{\left\lvert 15 - 1\right\rvert} = \frac{\left|{-1 + 4}\right|}{\left|{-1 + 15}\right|} + \frac{\left|{-5 + 1}\right|}{\left|{-1 + 15}\right|} = 0.5

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