Investigating the Stability of Blocks

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Investigating the Stability of Blocks

Planning

I am going to investigate the stability of blocks by placing them on

to a board and raising it until they fall.

The evidence I will need to collect is: the height and centre of mass

for each block and the angle at which they fall.

I will need to use five regular blocks, the board I will use to raise

the blocks must be flat and level and likewise so must the surface I

am working on.

I will use my scientific knowledge of center of mass to predict at

what point the block will fall over. I will raise the board until the

block falls over and then I will record the angle at which it falls. I

will vary the height of the block each time, everything else should

remain the same. I must make sure that the table and board are flat. I

can do this using a level. I will need to take into account that the

angle will vary each time due to human error. I will tip each block

three times and the average out my results. This way the chance of a

large human error is reduced and the results will be more accurate

than just one single try. I predict that the tallest block will fall

over at the acutest angle.

I will use the idea of centre of mass in this experiment. I know that

when the centre of mass is outside the base of an object it will fall

over. So the lower the centre of mass is to the ground, the more

stable it will be. This is why I predict that the tallest block will

fall over at the acutest angle.

I will raise the board up slowly; making sure it is rising at an even

pace. I will use trigonometry to calculate the angle at which the

block falls.

I will use the formula Sin-1 = O÷H.

E.g.

I will use trigonometry to calculate the angle because it is more

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