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Bunuel
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Bunuel
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Bunuel
A manufacturer evaluated 6 suppliers - Apex, Beacon, Cascade, DeltaCo, Eureka, and Forge - on six quality risk metrics numbered 1 through 6. These metrics measure adverse outcome rates, and smaller values indicate better performance on every metric.

Risk score (lower is better)
SupplierMetric 1Metric 2Metric 3Metric 4Metric 5Metric 6
Apex0.80.90.70.60.40.8
Beacon0.90.80.80.70.50.9
Cascade1.41.31.21.10.91.6
DeltaCo1.61.51.41.21.01.5
Eureka2.42.12.21.91.72.5
Forge2.72.52.42.11.92.8

Selection rule: if any suppliers are excluded, then every selected supplier must have strictly lower values on all six metrics than every excluded supplier.

Assuming the rule above, for each of the following numbers, select Yes if a group with exactly that number of suppliers could be selected. Otherwise, select No.
There are 6 suppliers and their quality metrics is rated under 6 categories- metrics 1 to metrics 6. Where a smaller value is a better performance indicator.

The selected supplier must have lower values on all six metrics than the excluded supplier.

EXACTLY 2 supplier :

The selected supplier are Apex and Beacon - they have metrics which is lower than all the other six metrics of the remaining 4 suppliers. Hence, YES.


EXACTLY 3 supplier:

The top three suppliers are Apex, Beacon and Cascade. The third supplier - Cascade has a lower metrics than remaining suppliers in all the 5 metrics. Except - Metric 6 which has a higher value of 1.6 compared to Delta Co 1.5. Hence, doesn’t qualify.

Hence, NO.

EXACTLY 5 supplier:

The top five suppliers show a much lower performance metrics than the supplier - Forge. Hence, we can select 5 suppliers.

Hence, YES.
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I approached reverse, since higher the no. lower is the value
3.exactly 05 selected means exactly 01 excluded-->if we take F as excluded then all the 05 others have values in each of the metrics higher than its- YES
2.exactly 03 selected means exactly 03 others excluded-->if we take D,E & F excluded then all the 03 others(A,B,C) doesn't have values in each of the metrics higher than theirs :here C in the metric 06 seems to violate- NO
1.exactly 02 selected means exactly 04 others excluded-->if we take C,D,E & F excluded then all the 02 others(A,B) have values in each of the metrics higher than theirs- YES
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I read this carefully acknowledging the "lower is better portion" then while formulating my answer I forgot about it and got all the opposite answers. Bummer.
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