A transformer has a voltage of 80V across the primary coil of 500 turns. The secondary coil has a voltage of 320V across it and a current of 15A.
Which row of the table shows the number of turns on the secondary coil and the current of the primary coil?
1
2
3
4
5
A sound wave is travelling in air from it's source 3m from a sheet of glass which has a thickness of 50mm.
The speed of sound in air is 330 m/s
The speed of sound in glass is roughly 5000 m/s
How long does the sound take to reach a person standing outside, 30cm away on the other side of the glass window?
0.001001 s
10.01 ms
10.01 s
0.101 s
1.1 ms
Part of a radioactive decay series is shown below:
Which row of the table gives a correct expression for Q, K and L?
A mixture is made up of different liquids in a ratio of 1:2:2, of oil:golden syrup:water.
Density of golden syrup = 1400 kg/m3
Density of oil = 900 kg/m3
Density of water = 1000 kg/m3
Take g to be 10N/kg in this question
What hydrostatic pressure would 50 cm of this miture exert.
2850 Pa
5200 Pa
5700 Pa
6300 Pa
570,000 Pa
Contamination
Which is the best definition of contamination by radioactive waste?
Ingesting radioactive waste leading to longer exposure times
The process of sorting radioactive waste underground
The decontamination process required to make radioactive waste safe to bury underground
Exposure to radiation without coming into contact with the source, receiving a lower dose
None of the above
A cyclist, Andy, is training for the Tour de Birmingham. He is cycling along a flat road at 80km per hour. Andy has to swerve around a rock which reduces his speed to 60km per hour. He feels a little shaken so continues at this speed to get his focus back. The road takes him out of the national park and into a quiet nearby village. Andy sees a football bounce out into the middle of the road so begins to slow down at a constant rate to 24km per hour. His reaction time is usually 0.9 seconds however, before he left he drank a cup of coffee. This speeds his reaction time up by 1.5 times. He reaches a comfortable 24km per hour after 12 seconds and continues at this speed for 100m when he sees 2 children run out into the road, presumably to get the football. He hard brakes and decelerates linealy to come to a stop in 6 seconds.
How long is the distance that Andy travels from when he sees the football bounce out into the road?
240m
250m
254m
275m
300m
Ronald enjoys physics and was learning about reaction times in his physics class last week. He wants to know more about his reaction time. Using an online application, he assessed his reaction time to be 0.9s when he is feeling healthy and well. The following day he is tired, having been kept up all night by a thunderstorm. His reaction time is now double what it was the previous day. Ronald wants to know what other factors might affect his reaction time. He read that caffeine can speed up reaction time by 1.5 times. After drinking a cup of coffee and waiting an hour before measuring his reaction time, he found this to be true for himself.
Ronald often cycles to school as it keeps him healthy as well as saving him money on the bus. One day he is cycling to school and sees a child run out into the road. He had a cup of coffee with his breakfast one hour ago but is also very tired having stayed up late to watch a movie last night. He is currently travelling at 100 m/s and comes uniformly to a stop in 7 seconds.
How far does Ronald travel between seeing the child and stopping?
350 m
420 m
470 m
530 m
570 m
The graph of Y = sin(X) is translated by π/2 towards the negative x-axis, rotated about the origin by 180° and reflected in the line X= π/2. What operation will return the function to Y = sin(X)?
Rotate by 180 degrees about (\(\pi\),0).
Translate by \(\pi\) towards the negative x-axis.
Rotate by 180 degrees about the origin.
Translate by \(\pi\)/2 in the direction of the negative x-axis.
Translate by \(\pi\)/2 in the direction of the positive x-axis.
For how many minutes of a day is the number 1 displayed on a digital 24 hour clock with a precision of one minute?
360
720
900
855
600
In the expansion of (1 + px)q, where p and q are integers, the coefficient of x2 is 6 times the coefficient of x. How many possible combinations of values for p and q exist?
6
12