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Continuing classical Latin
History & The Arts

Continuing classical Latin

...c. 84-c. 54 BCE), Roman Poet, Poem 84 Chommoda dicebat, si quando commode uellet Dicere, et insidias Arrius hinsidias, Et tum mirifice sperabat se esse locutum Cum quantum poterat dixerat hinsidias. ‘Arrius used to say hadvantages, when he meant to say advantages, and hambushes when he wanted to say ambushes. He would think that he had spoken splendidly, when he had...
View course Continuing classical Latin
Level 2: Intermediate 4 hrs
Numbers, units and arithmetic
Science, Maths & Technology

Numbers, units and arithmetic

...c) 3 parts are shaded out of 7 (equal parts). So the fraction is three divided by seven...Numbers, units and arithmetic: 1.8 Negative numbers - Numbers can be positive or negative, i.e. greater than or less than zero. Negative numbers have several uses; for example, to measure temperatures below zero, such as −3°C (‘minus 3 degrees Celsius’). They are also used to...
View course Numbers, units and arithmetic
Level 1: Introductory 5 hrs
Intermediate German: Understanding spoken German
Languages

Intermediate German: Understanding spoken German

...c.2. d.1. e.6. f.5. The correct answers are: 1 = d, 2 = c, 3 = a, 4 = b, 5 = f, 6 = e Answer 1. Henning Haarhaus [Described image] Figure 2 Photograph of Henning Haarhaus. 2. Wolf Schmidt [Described image] Figure 3 Photograph of Wolf Schmidt. 3. Stefanie Korte [Described image] Figure 4 Photograph of Stefanie Korte. 4. die Familie von der Osten mit drei Kindern [Described...
View course Intermediate German: Understanding spoken German
Level 1: Introductory 6 hrs
History How-to videos: Decoding medals
History & The Arts

History How-to videos: Decoding medals

...War. And the bars on the medal? Well these relate to specific battles in Laings Nek and Belfast in South Africa. So he was a rifleman in the Boer War and he served with distinction during two campaigns. It was easy to find that out once we knew the regiment, and you can get that information even from a photograph, as long as it’s got a uniform or even a cap badge. Audio...
View video History How-to videos: Decoding medals
Video 5 mins
Contemporary Issues in Finance
Money & Business

Contemporary Issues in Finance

...La Rue and ABN Amro offer insights into the various issues surrounding risk – what kinds of risk their companies are concerned with; how those risks are managed; their companies' differing attitudes to those risks. The album also explores developments in single currency, pension scheme deficits and corporate governance and explains what’s meant Forward Rate Agreement...
View audio Contemporary Issues in Finance
Audio 1 hr 7 mins
Mathematics for science and technology Badge icon
Science, Maths & Technology

Mathematics for science and technology

...c. 48 times a super eight division six times a super four d. three times a cubed division 12 times a super nine e. a super nine multiplication a cubed divided by a super six f. left parenthesis 16 times a super six divided by nine times a super four right parenthesis super one divided by two Discussion a. four super three divided by two equals left parenthesis four super...
View course Mathematics for science and technology
Level 1: Introductory 24 hrs
Minerals and the crystalline state
Science, Maths & Technology

Minerals and the crystalline state

...C. (The SI unit of pressure is the pascal, abbreviated to Pa; 1 Pa = 1 N m−2; atmospheric pressure is approximately 105 Pa, or 0.1 MPa.) Axes are not drawn to scale. At the surface of the Earth, with a typical pressure of one atmosphere (approximately 105 Pa), a crystalline solid, ice, is the stable phase of H2O at temperatures below 0 °C. Above this temperature (the...
View course Minerals and the crystalline state
Level 2: Intermediate 10 hrs
Everyday maths 2 (Northern Ireland)
Science, Maths & Technology

Everyday maths 2 (Northern Ireland)

...c, 2 = a, 3 = d, 4 = b Try these questions to make sure that you are confident using each of the four operations. Activity 2: Calculations with whole numbers 1245 + 654 187 + 65 401 1060 − 264 2000 − 173 543 × 19 1732 × 46 1312 ÷ 8 1044 ÷ 12 Stuart is saving £225 per month for a new car. How much would he have saved in: a.1 year b.2 years A concert venue has 2190...
View course Everyday maths 2 (Northern Ireland)
Level 1: Introductory 48 hrs