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What is the value of the following? \[ \begin{array}{l}6.999 \\ \text { floor }(4.999)+\operatorname{ceil}(2.0) \\ 7.0\end{array} \]

Ask by Knight Malone. in the United States
Jan 21,2025

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The value of the expression is 6.

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Beyond the Answer

To evaluate the expression given, we need to break it down into its components. 1. The first number is \(6.999\). 2. The second part of the expression is \(\text{floor}(4.999)\). The floor function returns the greatest integer less than or equal to the number. Therefore, \(\text{floor}(4.999) = 4\). 3. The next part is \(\text{ceil}(2.0)\). The ceiling function returns the smallest integer greater than or equal to the number. So, \(\text{ceil}(2.0) = 2\). 4. Now, we can sum the values together: \(6.999 + 4 + 2 + 7.0\). Calculating this step-by-step, we have: \[ 4 + 2 = 6 \] \[ 6.999 + 6 = 12.999 \] \[ 12.999 + 7.0 = 19.999 \] So, the final value of the expression is \(19.999\).

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