Plan a project
Turn this goal into a two-week plan: launch a customer feedback survey for a 20-person software team. List the tasks in order and name one risk.
- Day 5: pilot with five customers and fix unclear questions
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GPT-5 is good at project plans, probability and SQL. In our tests, GPT 5.5 turned a goal into a 15-step survey plan with one risk, showed that a positive result on a 99% accurate test means about a 9% chance of having a rare condition, and wrote two correct PostgreSQL queries for each customer’s latest order.
Turn this goal into a two-week plan: launch a customer feedback survey for a 20-person software team. List the tasks in order and name one risk.
A test is 99% accurate and the condition affects 1 in 1,000 people. If someone tests positive, how likely are they to have it? Show the calculation.
Write a PostgreSQL query that returns each customer’s most recent order from an orders table with customer_id, order_id and created_at.
SELECT DISTINCT ON (customer_id)customer_id, order_id, created_atFROM ordersORDER BY customer_id, created_at DESC;
Plan a project
Answered November 11, 2026, shown unedited
Turn this goal into a two-week plan: launch a customer feedback survey for a 20-person software team. List the tasks in order and name one risk. Keep your answer under 180 words, with code where useful.
GPT 5.5
Two-week plan for launching a customer feedback survey for a 20-person software team:
Owner: Product Manager
Support: UX, Customer Success, Engineering Lead
Subject: Help us improve [Product]
Time required: 3 minutes
Deadline: [Date]
Risk: Low response rate; reduce it by keeping the survey short and clearly explaining how feedback will be used.
Explain a statistic
Answered November 11, 2026, shown unedited
A test is 99% accurate and the condition affects 1 in 1,000 people. If someone tests positive, how likely are they to have it? Show the calculation. Keep your answer under 180 words, with code where useful.
GPT 5.5
Assume “99% accurate” means:
Using Bayes’ rule:
$$ P(D|+) = \frac{P(+|D)P(D)}{P(+|D)P(D)+P(+|\neg D)P(\neg D)} $$
$$ = \frac{0.99 \times 0.001}{(0.99 \times 0.001) + (0.01 \times 0.999)} $$
$$ = \frac{0.00099}{0.00099 + 0.00999} = \frac{0.00099}{0.01098} \approx 0.0902 $$
So the chance they actually have the condition is about 9.0%.
sensitivity = 0.99
specificity = 0.99
prevalence = 1/1000
p = sensitivity * prevalence / (
sensitivity * prevalence + (1 - specificity) * (1 - prevalence)
)
print(p) # 0.09016...
Write a query
Answered November 11, 2026, shown unedited
Write a PostgreSQL query that returns each customer’s most recent order from an orders table with customer_id, order_id and created_at. Keep your answer under 180 words, with code where useful.
GPT 5.5
Use ROW_NUMBER() to rank each customer’s orders by newest timestamp, then keep rank 1:
SELECT customer_id, order_id, created_at
FROM (
SELECT
customer_id,
order_id,
created_at,
ROW_NUMBER() OVER (
PARTITION BY customer_id
ORDER BY created_at DESC, order_id DESC
) AS rn
FROM orders
) ranked
WHERE rn = 1;
PARTITION BY customer_id ranks orders separately per customer.
ORDER BY created_at DESC puts the most recent order first.
order_id DESC is a tie-breaker if two orders have the same created_at.
If you want PostgreSQL’s concise DISTINCT ON version:
SELECT DISTINCT ON (customer_id)
customer_id, order_id, created_at
FROM orders
ORDER BY customer_id, created_at DESC, order_id DESC;
GPT 5.5’s survey plan listed 15 steps without assigning them to days, so ask for a schedule if you need one. Three sample prompts tested live by Chandan Kumar on November 11, 2026. Answers are unedited and regenerated for every new model.
GPT 5.4 Nano costs the least, from 1 Sparks per message. GPT 5.5 costs the most, from 25.
| Model | Speed | Reasoning | Context | Sparks | Plan | Est. messages a month on Pro |
|---|---|---|---|---|---|---|
| GPT 5.5 Latest | Standard | Advanced | 272K | Sparks25+ | Pro | ≈400 |
| GPT 5.4 mini | Fast | Basic | 400K | Sparks5+ | Pro | ≈2,000 |
| GPT 5.4 Nano | Fast | Basic | 400K | Sparks1+ | Free | ≈10,000 |
| GPT 5.4 | Standard | Advanced | 1M | Sparks15+ | Pro | ≈666 |
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