Microwave background radiation was accidentally discovered by Penzias and Wilson on 1964. This is a form of electromagnetic radiation that is present in the whole universe and completely fills it (it is isotropic).
It is the leftover radiation from the big bang.Its frequency belongs to the microwaves range and is one of the main demonstrations of the of the Big Bang theory model.
It is important to note the Big Bang occurred 400,000 years before the events related to the microwave cosmic radiation, this means the Big Bang occurred first.
The incorrect statement about cosmic background radiation is that it's a mixture of radiation from many independent sources like stars and galaxies. It is actually the thermal radiation left over from the Big Bang.
Explanation:The statement B) It is the result of a mixture of radiation from many independent sources, such as stars and galaxies, is not true regarding cosmic background radiation. Cosmic background radiation is not a mixture of radiation from different sources, but actually the thermal radiation leftover from the 'Big Bang'. It's effectively the 'echo' or 'afterglow' of the Big Bang, and it appears essentially the same in all directions, which means it's isotropic.
It has a temperature of approximately 3 degrees Kelvin (just above Absolute Zero), as discovered by Arno Penzias and Robert Wilson in the early 1960s. This radiation was much hotter in the past, but has cooled as the universe expanded over billions of years.
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What do we mean by gravitational time dilation?
A) It is the idea that time runs slower in places where gravity is stronger. B) It is the idea that clocks run slow for people moving at high speed past you. C) It is the idea that everyone measures time differently, depending on his/her reference frame. D) It is the idea that clocks run faster in stronger gravitational fields.
Gravitational time dilation refers to the concept that time slows down in locations of stronger gravity – a principle in the theory of general relativity. An experimental demonstration involved atomic clocks on airliners.
Explanation:Gravitational time dilation, a concept in Physics, particularly in the theory of relativity, best corresponds to option A: the idea that time runs slower in places where gravity is stronger. This phenomenon occurs due to the effect of gravity on the passage of time. For example, a clock positioned at a lower altitude (closer to a gravitational source) tends to tick slower than one at a higher altitude (further from the source). This was experimentally demonstrated using atomic clocks on two commercial airliners, confirming Albert Einstein's theory of general relativity.
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Two electrodes connected to a 9.0 V battery are charged to ±45 nC. What is the capacitance of the electrodes?
Answer:
= 5 × 10^-9 F
Explanation:
Capacitance is calculated by the formula;
C = Q/V;
where, C is the capacitance, Q is the charge in coulombs and V is the voltage across.
in this case;
Charge = ± 45 × 10^-9 Coulombs
Voltage = 9.0 V
Therefore;
Capacitance = 4.5 × 10^-8 /9
= 5 × 10^-9 F
What is the relationship between frequency and the Doppler effect ?
Answer:The Doppler effect can be described as the effect produced by a moving source of waves in which there is an apparent upward shift in frequency for observers towards whom the source is approaching and an apparent downward shift in frequency for observers from whom the source is receding.
Explanation:
Final answer:
The Doppler effect causes a change in the observed frequency of a wave based on the relative motion between the source and the observer, resulting in a Doppler shift. This principle applies to all waves, including sound and light, and has practical applications in areas such as astronomy and medical diagnostics.
Explanation:
The Doppler effect is a phenomenon where the observed frequency of a wave, such as sound or light, changes based on the relative motion between the source of the wave and the observer. If the source and the observer are moving closer together, the observed frequency increases; if they are moving apart, the frequency decreases. This shift in frequency is known as a Doppler shift. An example of the Doppler effect is when you hear the pitch of a train whistle changing from high to low as the train passes by.
The Doppler effect applies not only to sound but to all types of waves. For instance, it can be observed in light waves from distant stars and galaxies, helping scientists to determine their velocities and infer valuable information about the universe. In medicine, Doppler shifts are utilized in ultrasounds to assess blood flow. The greater the speed of the source or the observer, the more pronounced the Doppler effect will be.
the rate of chemical weathering increases with this
A) wedging
B) Mountain Park
C) horizons
D) Surface area
D Surface Area
Chemical Weathering
Chemical weathering, is an actual change in composition as minerals are modified from one type to another. Many, if not most of the changes are accompanied by a volumetric increase or decrease, which in itself further promotes additional chemical weathering. The rate depends on temperature, surface area, and available water.
The rate of chemical weathering increases with an increase in surface area.
Explanation:
The correct answer is D) Surface area. The rate of chemical weathering increases with an increase in surface area. This is because increased surface area provides more exposure to the elements and allows for more chemical reactions to occur.
For example, if a rock is broken into smaller pieces, the total surface area of the rock increases. As a result, more of the rock is exposed to air and water, which can lead to increased chemical weathering.
In contrast, options A) wedging, B) Mountain Park, and C) horizons are not directly related to the rate of chemical weathering.
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in situations involving equal masses, chemical reactions produce less energy than what reactions?
help fast!!!!!
In comparison to chemical reactions, nuclear reactions such as nuclear fusion and fission produce significantly more energy and involve a more noticeable change in mass, in line with Einstein's mass-energy equivalence principle.
In situations involving equal masses, chemical reactions produce less energy than nuclear reactions, such as nuclear fusion and nuclear fission. The differences in mass and energy are principles rooted in Albert Einstein's theory of relativity, summarized by the famous equation E=mc2, which relates mass (m) to energy (E). Chemical reactions typically involve energy changes on the order of thousands of kilojoules per mole, while nuclear reactions involve changes several orders of magnitude greater, often billions of kilojoules per mole. Hence, the energy released or absorbed in chemical reactions is significantly less than that in nuclear reactions, which are also accompanied by a more noticeable decrease in mass according to Einstein's principle.
Two polarizers are arranged as shown. How much light will reach point X?

0%
less than 50% but more than 0%
50%
more than 50% but less than 100%
100%
Answer:
It will be 50%
Explanation:
Two polarizers at intertwining angles like that will still have 50% of the light come through. Although if you had them on top of each other at vertical angles then it would be 100%
The correct answer is less than 50% but more than 0%.
To determine how much light reaches point X, we need to understand the behavior of light passing through polarizers. When unpolarized light passes through a polarizer, the intensity of the transmitted light is reduced by half, resulting in polarized light. This means that the first polarizer will transmit 50% of the incident light.
When this polarized light encounters the second polarizer, the amount of light that passes through depends on the angle between the transmission axes of the two polarizers. If the axes are parallel, 100% of the polarized light will pass through, and if they are perpendicular, no light will pass through.
In the given scenario, the second polarizer is oriented at 45 degrees relative to the first polarizer. According to Malus's law, the intensity I of the transmitted light after passing through the second polarizer is given by:
[tex]\[ I = I_0 \cos^2(\theta) \][/tex]
Given that [tex]\( \theta = 45^\circ \),[/tex] we have:
[tex]\[ I = I_0 \cos^2(45^\circ) \][/tex]
Since[tex]\( \cos(45^\circ) = \frac{1}{\sqrt{2}} \),[/tex] we can calculate the intensity as:
[tex]\[ I = I_0 \left(\frac{1}{\sqrt{2}}\right)^2 = I_0 \left(\frac{1}{2}\right) \][/tex]
Since [tex]\( I_0 \)[/tex] is already 50% of the original intensity (after the first polarizer), we need to further reduce this by half to find the intensity at point X:
[tex]\[ I = 0.5 \times 0.5 = 0.25 \][/tex]
This means that 25% of the original unpolarized light will reach point X, which is less than 50% but more than 0%.