The answer is -2m
240 m3 - without using a calculator !
Assuming these measurements are in pairs 10m x 10m is 100m2 6m x 4m is 24m2 7m x 3m is 21m2 Total 145m2
To find the number of smaller blocks that can be cut from the larger block, we first need to ensure that the units are the same. Converting 3m 60cm to centimeters, we get 360cm. Then, we divide the edge length of the larger block by the edge length of the smaller block to find the number of smaller blocks that can be cut. So, 360cm divided by 12cm equals 30 smaller blocks can be cut from the larger block.
12meters
350cm/50cm=7
Hi
3m Springboard is 3m 5m springboard is 5m 10m Platform is 10m
3m + 7m + 1 = 10m + 1
The answer is -2m
37m squared
firstly, 1 metre is 2 sets of 50cm 2m=4 sets of 50cm 3m=6 sets of 50cm 4m=8 sets of 50cm 5m=10 sets of 50cm 6m=12 sets of 50cm 7m=14 sets of 50cm 8m=16 sets of 50cm 9m=18 sets of 50cm 10m=20 sets of 50cm 11m=22 sets of 50cm 12m=24 sets of 50cm 13m=26 sets of 50cm 14m=28 sets of 50cm 15m=30 sets of 50cm 16m=32 sets of 50cm 17m=34 sets of 50cm 18m=36 sets of 50cm 19m=38 sets of 50cm 20m=40 sets of 50cm 21m=42 sets of 50cm 22m=44 sets of 50cm 23m=46 sets of 50cm 24m=48 sets of 50cm 25m=50 sets of 50cm 26m=52 sets of 50cm 27m=54 sets of 50cm 28m=56 sets of 50cm 29m=58 sets of 50cm 30m=60 sets of 50cm if the measurements are 8 by 30 metres, this means that the area is covered by 16 times 60 amount of tiles which is the amount of 960 tiles altogether Source: A successful Graduate of Cambridge University
240 m3 - without using a calculator !
Assuming these measurements are in pairs 10m x 10m is 100m2 6m x 4m is 24m2 7m x 3m is 21m2 Total 145m2
That depends on which competition he enters. There are several events. 3m platform, 10m platform, synchronised, or diving boards.
Synchronised diving is done by 2 persons, synchronised together to attain the best results, while normal diving is done by 1 person to attain the best results.
For the ladder with the length of 8m 8.37m from the wall For the ladder with the length of 10m 10.44m from the wall