Name Geometry MYP Date, (e) Calculate the length of AC in metres. (d) Show that the length of BC is 19.1 metres correct to 3 significant figures. (e) Calculate the volume of the tower. To calculate the cost of air conditioning, engineers must estimate the weight the tower. They estimate that 90% of the volume of the tower is occupied by they know that 1 m³ of air weighs 1.2 kg. (1) Calculate the weight of air in the tower.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
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Can someone please help with F? Thank you.
Name
Geometry MYP
3
Calculate the length of AC in metres.
(d) Show that the length of BC is 19.1 metres correct to 3 significant figures.
(e) Calculate the volume of the tower.
To calculate the cost of air conditioning, engineers must estimate the weight on
the tower. They estimate that 90 % of the volume of the tower is occupied by
they know that 1 m³ of air weighs 1.2 kg.
Calculate the weight of air in the tower.
Date
Transcribed Image Text:Name Geometry MYP 3 Calculate the length of AC in metres. (d) Show that the length of BC is 19.1 metres correct to 3 significant figures. (e) Calculate the volume of the tower. To calculate the cost of air conditioning, engineers must estimate the weight on the tower. They estimate that 90 % of the volume of the tower is occupied by they know that 1 m³ of air weighs 1.2 kg. Calculate the weight of air in the tower. Date
Name
Geometry MYP
3.
Date
3D Solids - Day 1
The diagram shows an office tower of total height 126 metres. It consists of a square
based pyramid VABCD on top of a cuboid ABCDPQRS.
V is directly above the centre of the base of the office tower.
The length of the sloping edge VC is 22.5 metres and the angle that VC makes with the
base ABCD (angle VCA) is 53.1.
22.5 m
TB
-R
Transcribed Image Text:Name Geometry MYP 3. Date 3D Solids - Day 1 The diagram shows an office tower of total height 126 metres. It consists of a square based pyramid VABCD on top of a cuboid ABCDPQRS. V is directly above the centre of the base of the office tower. The length of the sloping edge VC is 22.5 metres and the angle that VC makes with the base ABCD (angle VCA) is 53.1. 22.5 m TB -R
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