The speed of the stone when he releases the sling is equal to 9.95 m/s.
Given the following data:
To determine the speed of the stone when he releases the sling:
First of all, we would solve for the angular velocity of the stone by applying
the law of conservation of momentum.
Tension in the string = Centrifugal force of the stone
Angular velocity = 6.63 rad/s
Now, we can determine the speed of the stone when he releases the sling:
Speed, V = 9.95 m/s
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Answer:
To estimate the final error on the density of the cube, we can consider the errors introduced by both the measurement of its volume and its weight.
1. Volume Measurement:
- The side length of the cube is given as 10 centimeters, and your ruler can measure to 1 mm accuracy.
- So, the error in measuring the side length is ±0.05 cm (half of the smallest measurement unit).
- To calculate volume, you need to cube the side length: Volume = (10 cm)^3 = 1000 cm^3.
- Using the error propagation rule, the relative error in volume is ±0.05 cm / 10 cm = ±0.005.
2. Weight Measurement:
- The weight is given as 1 kg nominally, which is equivalent to 1000 g.
- Your scale has a precision down to 0.1 g.
- So, the error in measuring the weight is ±0.1 g / 1000 g = ±0.0001 (0.01%) relative error.
Now, to calculate the final error in density, you need to consider both errors in volume and weight:
Density = Weight / Volume
Relative Error in Density = (Relative Error in Weight) + (Relative Error in Volume)
Relative Error in Density = (0.0001) + (0.005) = 0.0051 or 0.51%
So, the final estimated error on the density of the cube is approximately ±0.0051 g/cm^3 or ±0.51%.
The density of the cube is calculated using its mass and volume, with potential errors from the measurements of these quantities leading to a total estimated density error of approximately ±3.01%.
The density of an object is given by the formula density = mass/volume. In this case, the mass of the cube is given as 1 kg (or 1000 g for consistency with the scale's precision), and the volume of the cube can be calculated from the given side length using the formula for the volume of a cube, volume = side³, which equals 1000 cm³.
However, there are measurement errors associated with both the ruler and scale. The ruler can measure to the nearest mm (or 0.1 cm), so the error is ±0.1 cm on each measurement of the cube's sides, leading to a volume error of about ±3%. The scale can measure to the nearest 0.1 g, which gives a mass error of about ±0.01%. The total error in the density, obtained by summing these errors, is therefore approximately ±3.01%.
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B. If two out-of-phase waves arrive simultaneously at a point, their amplitudes add up.
C. If two in-phase waves arrive at a point one after another, their amplitudes add up.
D. If two out-of-phase waves arrive at a point one after the other, their amplitudes adds up
The superposition principle states that when two in-phase waves arrive simultaneously at a point, their amplitudes add up.
The correct statement that describes the superposition principle is option A: If two in-phase waves arrive simultaneously at a point, their amplitudes add up. In-phase waves have the same frequency, wavelength, and direction. When two in-phase waves meet, the amplitude of the resultant wave is the sum of the individual amplitudes.
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Answer:
ondas mecánicas,ondas electromagnética .
Explanation:
ondas mecánicas, como las ondas de agua de sonido, temblores del terremoto y, necesitan un medio material a través del cual viajar. Las ondas electromagnéticas, incluyendo rayos X, ondas de radio y luz visible, pueden viajar a través del vacío del espacio vacío. Estas ondas se mueven a la velocidad de la luz y consisten de vibrar campos eléctricos y magnéticos orientados en ángulos rectos entre sí.
The answer is:
A) Biotic and non living
The explanation:
when Biotic refers to the component of living things that are part in ecosystem. Nonliving meaning a certain thing or the table does not have any life but it's biotic.
and we here have a wooden table that is derived from a living thing like a tree and it is nonliving as its a table.