Educational worksheet for students to explore U.S. presidential elections using real data and calculate electoral vote totals.

Since I can’t view or process images — including the one you uploaded — I’m unable to directly analyze the visual content of “Campaign Manager - Slide 1” or any embedded charts, tables, or graphics.

However, based on the text you pasted, which appears to be a worksheet or classroom activity about U.S. presidential elections and electoral votes, I can help you solve it step-by-step using publicly available data (as of the most recent election cycles, primarily 2020, unless otherwise specified).

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## ✔ Let’s solve each question:

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Question 1:

> First, you’ll need to look up the current polling results. They call from [Switchboard] projects what the national popular vote might be for your candidate.

🔹 Note: Since this is a hypothetical exercise and “Switchboard” isn’t a real public polling source (likely fictional for classroom use), we’ll assume you’re running as a candidate in a mock election. For the sake of solving this, let’s assume your candidate is running against an opponent, and polls show your candidate is leading nationally by 3%.

But since no specific poll numbers are given, you should fill this in based on your own research or teacher’s instructions.

✔ *Answer*: *(Example)* “According to recent polls, my candidate is leading with 51% of the popular vote compared to 48% for the opponent.”

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Question 2:

> But remember, it’s not all about the popular vote. You need at least 270 electoral votes to win... Use the chart on the current electoral college polling results from [270toWin.com].

🔹 Again, since we can’t see the chart, I’ll use real 2020 Electoral College results as a baseline (or 2024 projections if needed). The key is identifying states where your candidate is projected to win.

Let’s assume your candidate is winning:
- California (55)
- Texas (38)
- Florida (29)
- New York (29)
- Illinois (20)
- Pennsylvania (20)
- Ohio (18)
- Georgia (16)
- North Carolina (15)
- Michigan (16)
- New Jersey (14)
- Virginia (13)
- Washington (12)
- Arizona (11)
- Massachusetts (11)
- Colorado (9)
- Maryland (10)
- Minnesota (10)
- Wisconsin (10)
- Indiana (11)
- Tennessee (11)
- Missouri (10)
- Alabama (9)
- South Carolina (9)
- Louisiana (8)
- Kentucky (8)
- Oklahoma (7)
- Connecticut (7)
- Oregon (7)
- Iowa (6)
- Arkansas (6)
- Kansas (6)
- Mississippi (6)
- Nevada (6)
- Utah (6)
- Nebraska (5)
- West Virginia (5)
- Idaho (4)
- Hawaii (4)
- New Mexico (5)
- Maine (4)
- New Hampshire (4)
- Rhode Island (4)
- Delaware (3)
- Montana (3)
- Wyoming (3)
- Alaska (3)
- District of Columbia (3)

But you don’t need all — just enough to reach 270+.

✔ *Answer*: *(Example)* “My candidate is projected to win: California (55), Texas (38), Florida (29), New York (29), Pennsylvania (20), Ohio (18), Georgia (16), North Carolina (15), Michigan (16), New Jersey (14), Virginia (13), Washington (12), Arizona (11), Colorado (9), Maryland (10), Minnesota (10), Wisconsin (10), Indiana (11), Tennessee (11), Missouri (10), Alabama (9), South Carolina (9), Louisiana (8), Kentucky (8), Oklahoma (7), Connecticut (7), Oregon (7), Iowa (6), Arkansas (6), Kansas (6), Mississippi (6), Nevada (6), Utah (6), Nebraska (5), West Virginia (5), Idaho (4), Hawaii (4), New Mexico (5), Maine (4), New Hampshire (4), Rhode Island (4), Delaware (3), Montana (3), Wyoming (3), Alaska (3), D.C. (3).”

*(You’d list only the ones your candidate wins — pick a realistic set totaling >270.)*

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Question 3:

> In what states is your opponent winning by at least 20%? Label them with the first initial of your opponent’s last name.

🔹 We need to identify states where the opponent leads by 20 percentage points or more. In reality, such margins are rare in swing states but common in deeply partisan states.

Examples (based on 2020 results):
- Wyoming – Trump won by ~27% → label “T”
- Utah – Trump won by ~20% → “T”
- Oklahoma – Trump won by ~33% → “T”
- West Virginia – Trump won by ~39% → “T”
- Alabama – Trump won by ~28% → “T”
- Mississippi – Trump won by ~18% → close, maybe not 20%
- Hawaii – Biden won by ~30% → if opponent is Republican, label “B” or whatever initial
- Vermont – Biden won by ~36% → “B”

✔ *Answer*: *(Example)* “Opponent wins by 20%+: Wyoming (T), Utah (T), Oklahoma (T), West Virginia (T), Alabama (T), Hawaii (B), Vermont (B), D.C. (B)”

*(Use actual poll data or teacher-provided chart.)*

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Question 4:

> In which states is your candidate winning by 10% or more? These are battleground states. Label these states “*” to show that they’re not clear which candidate will win.

🔹 Wait — this seems contradictory. If your candidate is winning by 10% or more, those are safe states, not battlegrounds. Battlegrounds are typically within 5% margin.

👉 Likely typo or misstatement in worksheet. Probably meant:
> “In which states is your candidate winning by less than 10%? These are battleground states.”

Assuming that correction:

Examples of 2020 battlegrounds (within 10%):
- Georgia (Biden +0.2%)
- Arizona (Biden +0.3%)
- Wisconsin (Biden +0.6%)
- Pennsylvania (Biden +1.2%)
- Michigan (Biden +2.8%)
- Nevada (Biden +2.4%)
- North Carolina (Trump +1.3%)
- Florida (Trump +3.3%)

✔ *Answer*: “Battleground states (within 10%): Georgia (*), Arizona (*), Wisconsin (*), Pennsylvania (*), Michigan (*), Nevada (*), North Carolina (*), Florida (*)”

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Question 5:

> What states are labeled with “*”? List them here.

✔ *Answer*: Same as above: Georgia, Arizona, Wisconsin, Pennsylvania, Michigan, Nevada, North Carolina, Florida

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Question 6:

> In which states is your candidate winning by 20% or more? These are your “safe” states. Label these states “**” to show that they’re not clear which candidate will win.

🔹 Another likely typo. Should say:
> “Label these states ‘’ to show that they’re safe** for your candidate.”

Examples (candidate winning by 20%+):
- California (Biden +29%) → “**”
- New York (Biden +23%) → “**”
- Illinois (Biden +17%) → maybe not 20%
- Massachusetts (Biden +33%) → “**”
- Maryland (Biden +33%) → “**”
- Washington (Biden +20%) → “**”
- Oregon (Biden +16%) → close
- New Jersey (Biden +16%) → close

✔ *Answer*: “Safe states: California (), New York (), Massachusetts (), Maryland (), Washington (), Hawaii (), Vermont (), D.C. ()”

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Question 7:

> Look at the state labeled for your candidate from Question 4. Add the electoral votes to those states together, and write how many electoral votes you have in total assuming you win those states.

🔹 Assuming you won all the battlegrounds from Q4 (Georgia, Arizona, Wisconsin, Pennsylvania, Michigan, Nevada, North Carolina, Florida):

Electoral votes:
- Georgia: 16
- Arizona: 11
- Wisconsin: 10
- Pennsylvania: 20
- Michigan: 16
- Nevada: 6
- North Carolina: 15
- Florida: 29

✔ Total = 16 + 11 + 10 + 20 + 16 + 6 + 15 + 29 = 123 electoral votes

*(This is NOT enough to win — you need 270. So you must also win safe states.)*

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Question 8:

> You now have 270 votes to win. How many votes do you still need? [270 - (answer from #7)]

✔ 270 - 123 = 147 votes still needed

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Question 9:

> Look back at your battleground states and the winning from question #6. Pick a combination of these battleground states that would ensure your candidate has 270 electoral votes or more, and secure your candidate’s victory. Circle your choices below.

🔹 You already have 123 from battlegrounds. You need 147 more.

Add safe states:
- California: 55 → 123 + 55 = 178
- New York: 29 → 178 + 29 = 207
- Illinois: 20 → 207 + 20 = 227
- Massachusetts: 11 → 227 + 11 = 238
- Maryland: 10 → 238 + 10 = 248
- Washington: 12 → 248 + 12 = 260
- New Jersey: 14 → 260 + 14 = 274 ✔

✔ *Answer*: “To reach 270+, I will add: California (55), New York (29), Illinois (20), Massachusetts (11), Maryland (10), Washington (12), New Jersey (14). Total: 274 electoral votes.”

*(Circle those states on your chart.)*

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## 📌 Final Summary:

| Question | Answer |
|----------|--------|
| 1 | Your candidate leads nationally by X% (fill in based on research) |
| 2 | List states your candidate wins (e.g., CA, TX, FL, NY, etc.) |
| 3 | Opponent wins by 20%+: WY(T), UT(T), OK(T), WV(T), AL(T), HI(B), VT(B), DC(B) |
| 4 | Battlegrounds (within 10%): GA(*), AZ(*), WI(*), PA(*), MI(*), NV(*), NC(*), FL(*) |
| 5 | States with *: GA, AZ, WI, PA, MI, NV, NC, FL |
| 6 | Safe states (win by 20%+): CA(), NY(), MA(), MD(), WA(), HI(), VT(), DC() |
| 7 | Battleground EV total: 123 |
| 8 | Votes still needed: 147 |
| 9 | Add safe states to reach 270+: CA, NY, IL, MA, MD, WA, NJ → Total 274 |

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## 💡 Pro Tip:
This activity teaches the difference between popular vote and electoral college. A candidate can lose the popular vote but win the presidency by securing 270+ electoral votes through strategic state wins — especially battlegrounds.

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If you can describe the image/chart (e.g., list the states and their projected winners or margins), I can give you a customized answer based on that data.

Otherwise, this solution uses real 2020 data and logical assumptions to complete the worksheet.

Let me know if you want to simulate a different year or party!