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Concept explainers
(a)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(b)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(c)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(d)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(e)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(f)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(g)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
(h)
Interpretation:
For the given set of measurements the significant figures has to be determined.
Concept introduction:
Significant figures: The digits having a meaning in a given number are called as significant figures.
Significant figures – calculation rules
- Significant figure is a non-zero number (4443.2 has five significant figures)
- Zero’s placement in between non-zero number are significant figures (40005 has five significant figures).
- Zero’s before the non-zero number are not significant number (0.00040005 has five significant figures).
- Zero’s after the non-zero number are significant in case of that number contains decimal point (4.5000 has five significant figures).
- Zero’s after the non-zero number may or may not be a significant figure in case of that number does not have a decimal point (500 may have 1, 2 or 3 significant figures). In this cases use scientific notation to avoid ambiguity.
To give: The significant figures for the given measurement
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Chapter 1 Solutions
Chemistry: Atoms First
- 1. For the four structures provided, Please answer the following questions in the table below. a. Please draw π molecular orbital diagram (use the polygon-and-circle method if appropriate) and fill electrons in each molecular orbital b. Please indicate the number of π electrons c. Please indicate if each molecule provided is anti-aromatic, aromatic, or non- aromatic TT MO diagram Number of π e- Aromaticity Evaluation (X choose one) Non-aromatic Aromatic Anti-aromatic || ||| + IVarrow_forward1.3 grams of pottasium iodide is placed in 100 mL of o.11 mol/L lead nitrate solution. At room temperature, lead iodide has a Ksp of 4.4x10^-9. How many moles of precipitate will form?arrow_forwardQ3: Circle the molecules that are optically active: ДДДДarrow_forward
- 6. How many peaks would be observed for each of the circled protons in the compounds below? 8 pts CH3 CH3 ΤΙ A. H3C-C-C-CH3 I (₁₁ +1)= 7 H CI B. H3C-C-CI H (3+1)=4 H LIH)=2 C. (CH3CH2-C-OH H D. CH3arrow_forwardNonearrow_forwardQ1: Draw the most stable and the least stable Newman projections about the C2-C3 bond for each of the following isomers (A-C). Are the barriers to rotation identical for enantiomers A and B? How about the diastereomers (A versus C or B versus C)? H Br H Br (S) CH3 (R) CH3 H3C (S) H3C H Br Br H A C enantiomers H Br H Br (R) CH3 H3C (R) (S) CH3 H3C H Br Br H B D identicalarrow_forward
- Chemistry: The Molecular ScienceChemistryISBN:9781285199047Author:John W. Moore, Conrad L. StanitskiPublisher:Cengage Learning
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