MCQ Collection

Australia & New Zealand MCQs

Practice Australia & New Zealand questions with answers and explanations.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 153: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a hospital roster office. A field team travels 401 km at an average speed of 63 km/h. How long does the trip take, to two decimals?

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 154: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a community vaccination service. Find the arithmetic mean of 58, 65, 72, 79, 86.

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ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 155: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a diagnostic unit. A sample contains 7 compliant and 13 non-compliant records. One is chosen at random. What is the probability it is compliant?

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 141: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a hospital roster office. A service recorded 91 requests and then increased the total by 19%. What was the new total?

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ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 142: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a community vaccination service. A grant of 340 units is split in the ratio 6:14. How many units go to the first project?

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ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 143: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a diagnostic unit. A field team travels 381 km at an average speed of 53 km/h. How long does the trip take, to two decimals?

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 144: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a primary-care network. Find the arithmetic mean of 28, 35, 42, 49, 56.

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 145: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a hospital roster office. A sample contains 14 compliant and 12 non-compliant records. One is chosen at random. What is the probability it is compliant?

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 132: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a primary-care network. A grant of 119 units is split in the ratio 7:10. How many units go to the first project?

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ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 133: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a hospital roster office. A field team travels 361 km at an average speed of 43 km/h. How long does the trip take, to two decimals?

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 134: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a community vaccination service. Find the arithmetic mean of 89, 96, 12, 19, 26.

Choose an option to check your answer.

ucat-anz-quantitative Quantitative Reasoning Australia & New ZealandMedium

Data task 135: A health-service planning team needs a rapid, accurate calculation from the stated data. The setting is a diagnostic unit. A sample contains 4 compliant and 11 non-compliant records. One is chosen at random. What is the probability it is compliant?

Choose an option to check your answer.