Exams & Certification

Exams & Certification

Two isotopes of rubidium occur naturally, Rb with mass of 85 and atomic number of 37 at 72.17% (84.91 amu) and Rb with mass of 87 and atomic number of 37 at 27.83%

Two isotopes of rubidium occur naturally, Rb with mass of 85 and atomic number of 37 at 72.17% (84.91 amu) and Rb with mass of 87 and atomic number of 37 at 27.83% (86.91 amu). Calculate the atomic mass for rubidium using the weighted average mass method. The Correct Answer and Explanation is: To calculate

Two isotopes of rubidium occur naturally, Rb with mass of 85 and atomic number of 37 at 72.17% (84.91 amu) and Rb with mass of 87 and atomic number of 37 at 27.83% Read More »

The electron pair geometry of IO3 and the molecular pair geometry of (iodate ion) IO3- respectively is

The electron pair geometry of IO3 and the molecular pair geometry of (iodate ion) IO3- respectively is? Trigonal planar; trigonal planar Tetrahedral; trigonal pyramidal Trigonal bipyramidal; seesaw Tetrahedral; tetrahedral The Correct Answer and Explanation is: The correct answer is: Trigonal planar; trigonal planar. Explanation: Key Points: In IO3-, the electron pair geometry is trigonal planar

The electron pair geometry of IO3 and the molecular pair geometry of (iodate ion) IO3- respectively is Read More »

Draw the structure of bromous acid, HBrO2. Optimize formal charges

Draw the structure of bromous acid, HBrO2. Optimize formal charges. Draw the structure of bromous acid, HBrO2. Optimize formal charges. Draw the Lewis structure of NCl3. Include lone pairs. The Correct Answer and Explanation is: 1. Bromous Acid (HBrO2) Step 1: Lewis Structure of HBrO2 So, the total valence electrons are:7 (Br)+6 (O)×2+1 (H)=20 electrons7 \, (\text{Br}) + 6

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Simplify: 26 * 26^8

Simplify: 26 * 26^8 The Correct Answer and Explanation is: To simplify the expression 26×26826 \times 26^826×268, we can use the law of exponents. Specifically, the rule states: am×an=am+na^m \times a^n = a^{m+n}am×an=am+n In this case, we have: 26×26826 \times 26^826×268 The number 26 is the same base as 26826^8268, so we can apply the

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Evaluate.

Evaluate. r-s/9 for r= 26 and s =8 Simplify your answer The Correct Answer and Explanation is: To evaluate the expression r−s9\frac{r – s}{9}9r−s​ where r=26r = 26r=26 and s=8s = 8s=8, we follow these steps: Step 1: Substitute the values of rrr and sss We know that r=26r = 26r=26 and s=8s = 8s=8,

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