QUESTION IMAGE
Question
name jayden coleman period 2 date
isotopes, ions, and atoms worksheet
atomic # = # of protons. mass # = atomic # + neutrons. protons = electrons when charge is zero.
| atomic # | mass # | # p⁺ | # e⁻ | # n⁰ | charge | symbol |
|---|---|---|---|---|---|---|
| 2) | 180 | 71 | 109 | |||
| 3) | 40 | 38 | 46 | |||
| 4) 92 | 238 | 86 | ||||
| 5) | ( ce{_{82}^{206}pb^{4+}} ) | |||||
| 6) | 34 | 45 | -2 | |||
| 7) | 113 | 48 | 49 | |||
| 8) 21 | 42 | 0 | ||||
| 9) | ( ce{_{15}^{31}p^{3-}} ) | |||||
| 10) | 83 | 80 | 126 | |||
| 11) | ( ce{_{47}^{108}ag} ) | |||||
| 12) | 116 | 49 | +3 | |||
| 13) | 128 | 53 | -1 | |||
| 14) 76 | 188 | 72 |
Response
Problem 1:
Step1: Calculate Mass # (Atomic # + neutrons)
Atomic # = 17, neutrons = 19, so Mass # = \( 17 + 19 = 36 \)
Step2: # \( p^+ \) = Atomic # = 17
Step3: # \( e^- \) = # \( p^+ \) (charge 0) = 17
Step4: Symbol: Atomic # 17 is Cl, so \( ^{36}_{17}\text{Cl} \)
Step1: Atomic # = # \( p^+ \) = # \( e^- \) (charge? Let's check: Mass # = 180 = Atomic # + 109, so Atomic # = \( 180 - 109 = 71 \))
Step2: # \( p^+ \) = 71, # \( e^- \) = 71, so charge = \( 71 - 71 = 0 \)
Step3: Symbol: Atomic # 71 is Lu, so \( ^{180}_{71}\text{Lu} \)
Step1: Atomic # = # \( p^+ \) = 40
Step2: Mass # = Atomic # + neutrons = \( 40 + 46 = 86 \)
Step3: Charge = # \( p^+ - \) # \( e^- = 40 - 38 = +2 \)
Step4: Symbol: Atomic # 40 is Zr, so \( ^{86}_{40}\text{Zr}^{2+} \)
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Mass #: 36; # \( p^+ \): 17; # \( e^- \): 17; Symbol: \( ^{36}_{17}\text{Cl} \)