Answer:
It is the third option.
Explanation:
Both electromagnetic waves and mechanical waves transfer energy.
What is electromagnetic waves?In a vacuum, or free space, electromagnetic waves are self-sustaining oscillations of the electric and magnetic fields.
An essential fundamental constant with the value of 3×10⁸m/s. . is the velocity of electromagnetic waves in vacuum or free space.
Diffraction, refraction , and polarization is possible in electromagnetic waves.
Like other waves, electromagnetic waves carry motion and energy.
What is mechanical waves?An oscillation of matter known as a mechanical wave is what is responsible for the transmission of energy via a medium.
The transmission medium sets a restriction on how far a wave can travel. In this instance, there is almost little translational motion and the oscillating material rotates around a fixed point. The measurement of mechanical waves, which is determined by displacement divided by wavelength, is one intriguing aspect of them.
Hence, both types of waves transfer energy.
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Aristotle and Ptolemy both reasoned that the celestial bodies must be provided with a source of motion.
true or false?
Answer:
True.
Explanation:
A 62 kg wake boarder is being pulled by a boat with a force of 124 N. What is the acceleration of the wake boarder?
Answer: 2m/s
Explanation:
The acceleration of the wake boarder is equal to 2 m/s².
What is acceleration?Acceleration of a body can be described as the change in velocity of a body with respect to time. The acceleration is a vector parameter posses both magnitude and direction. Acceleration is described as as the second derivative of position w.r.t. time and the first derivative of the velocity of an object w.r.t. time.
According to Newton's 2nd law of motion, the force (F) acting is equal to the product of the mass and acceleration (a).
F = ma
or, a = F/m
Therefore, acceleration (a) is inversely proportional to the mass (m).
Given, the force with which the boat pulled wake boarder, F = 124 N
The mass of the wake boarder = 62 Kg
The acceleration of the wake boarder, a = 124/62 = 2 m/s²
Therefore, the acceleration of the wake boarder is 2 m/s².
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