Student worksheet
Make the reasoning visible.
Work alone or with a partner. Use words, a diagram or an explanation aloud. A learner can keep the sheet without adding a name or submitting anything online.
W1
Draw the chain
Use the Riverbend case to complete givers → signals → channels → work → outcomes. Write “unknown” where the case does not tell you something.
- Label $600 recorded cash spending as input, output, measured outcome or not measured.
- Label six workshops and 30 unique attendees.
- Label 21 attendees passing the later check.
- Label attendees making more successful real journeys.
W2
Count the cash costs
Calculate the recorded cash costs. Keep the units visible.
- $600 ÷ 6 workshops = ______ per workshop.
- $600 ÷ 30 unique attendees = ______ per attendee.
- Does either calculation include the unrecorded unpaid preparation time?
W3
Describe the observed change
Use the same 30 people for the before and later denominators.
- 12 ÷ 30 = ______% before; 21 ÷ 30 = ______% later.
- 21 − 12 = ______ more people passing.
- The pass rate changed by ______ percentage points.
- Does this before/after change by itself show how much the workshops caused? Explain.
W4
Make the assumptions visible
Treat both counterfactual cards as assumptions, not additional observations.
- Card A assumes 18 later passes without workshops. Calculate 21 − 18 and $600 divided by that conditional additional number.
- Card B assumes 21 later passes without workshops. Calculate 21 − 21. Can a cost-per-additional-pass ratio be calculated with this denominator?
- Name one design or evidence need that could support a more credible comparison and one limitation it would still have.
W5
Repair a headline
An invented report says: “Nine people benefited because of our workshops, proving that the project worked.” Rewrite it in two sentences. Keep the observed result and say what the records do not establish.
W6
Describe the work and a disagreement
The workshops aim to prevent future missed journeys. Describe the intended mechanism and compare two assigned perspectives. You need not disclose your own beliefs.
- Which depth description might fit that aim? Explain why it is not proof or a moral grade.
- Write a welfare question about additional practical benefit.
- Write a rights/justice question about access and decision authority.
- Propose one next step, explaining its evidence, values and limits. More than one recommendation can be well reasoned.
W7
Close part of a feedback loop
Design a fictional route to disagree and a decision that could change. No private story is needed.
- How could a participant disagree in an accessible way?
- Which role would read and respond?
- What decision could change?
- How would participants learn what changed or why no change was made?
- Write one rule for pausing or revising the next workshop before seeing its results.
W8
Exit prompt
Write one output, one measured outcome and one sentence beginning “We still cannot conclude…”. Add the next piece of evidence or feedback you would seek.
Facilitator notes · openly available
Worked answers, with room to disagree.
Check arithmetic and claim labels. Different decisions can be well reasoned when evidence, values and limits are clear. Classroom performance does not establish charitable impact, retained learning or professional competence.
A1: Chain and claim types
Unknown giver → unknown signal → unknown funding channel → six workshops → later check results is a sound map. Missing stages are findings; do not invent a funder.
$600 is an input. Six workshops and 30 unique attendees are outputs: 6 × 5 = 30, with no duplicate attendance here. Twenty-one later passes describe a measured proximal outcome on this check; the before/after change is nine more passes.
More successful real journeys is not measured. The check is a proxy, not established evidence of practical travel, employment or wellbeing.
A2: Cash costs
$600 ÷ 6 = $100 per workshop. $600 ÷ 30 = $20 per unique attendee.
These ratios describe recorded cash cost for delivered work. They are neither full economic costs nor impact estimates. Unpaid preparation time is missing.
A3: Observed change
12 ÷ 30 = 40% before. 21 ÷ 30 = 70% later. There are nine more people passing and an increase of 30 percentage points.
A relative increase, if calculated, is (21 − 12) ÷ 12 = 75%. It is a different description of the same pattern, not a causal effect.
The records contain no counterfactual comparison. Practice on the check, other information and selection into attendance are possible explanations to investigate, not established explanations in this fictional case.
A4: Conditional counterfactual calculations
Under card A, 21 − 18 = 3 conditional additional passes. $600 ÷ 3 = $200 in recorded cash cost per additional pass, if that counterfactual assumption were true.
Under card B, 21 − 21 = 0. Division by zero is undefined, so there is no numerical cost-per-additional-pass ratio. This does not mean the project cost nothing or had no other benefit or harm.
Both cards are imagined assumptions. Do not choose A because its answer looks useful. A suitable contemporaneous comparison or an ethically appropriate randomized design could help with a particular causal question.
Any design still needs comparable conditions, credible follow-up and a measure of the ability of interest. Random assignment does not automatically validate the check or transfer a result to another setting. Learners are not asked to experiment on real people.
A5: A defensible headline
Among the same 30 fictional attendees, passes on a route-planning check rose from 12 to 21 one week after the workshops. Without a credible counterfactual comparison or a validated practical outcome, these records do not establish how much the workshops caused or whether real journeys improved.
Do not call $600 ÷ 9, approximately $66.67, cost per causally additional outcome. Nine is the raw before/after increase, not an identified effect. Correct classroom arithmetic does not establish measured charitable impact.
A6: Depth and moral disagreement
Prevention, level 2, could describe the stated aim of avoiding future missed journeys. Repair could fit if an activity restored lost skills. Neither description establishes success. Immediate help could be relief, while changing an access rule could be structure. No source-level change is established here.
A welfare question asks what additional practical improvement this might create compared with an alternative use of resources. A rights/justice question asks who cannot access the invitation and who can change that barrier.
One defensible step is to improve invitation accessibility and let a fictional participant panel help revise the format. Another is to retain immediate help while planning a better comparison. Both remain open to challenge. The check result does not settle duties, fair access, care or decision authority.
Represent lenses fairly without stereotyping a tradition or asking a learner to speak for it. A higher depth number earns no extra moral or assessment credit.
A7: Feedback and a revision rule
Offer optional anonymous comments or accessible written and spoken feedback without asking about personal journeys. A session-coordinator role reviews themes; an invented participant panel could choose between accessible invitation formats.
Report the decision and reasons back through accessible channels. Consultation, responding and shared authority differ: a survey alone grants no decision power.
Example predeclared rule: before another workshop, pause registration if invitations and materials remain available only in small print. Revise them with the panel, check the alternative formats and explain the change. This is a process safeguard, not a demonstrated impact threshold.
In a longer seminar, specify a measure, comparison, review date and revision rule. Retain an unclear or unfavorable result instead of changing the measure to claim success. The invented table supplies no statistical certainty.
A8: Exit response
Output: six workshops. Measured outcome: 21 of 30 passed the later check. We still cannot conclude how much the workshops caused or whether real journeys improved. I would seek a credible comparison and feedback on who could not access the invitation.
The exit prompt checks reasoning shown in this activity. It does not establish retained learning, later giving behavior or benefits to people served.