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sandrinedionne7153
14.02.2020 •
Physics
Four of the wavelengths of the Balmer series occur in the visible spectrum (656 nm, 486 nm, 434 nm, and 410 nm). In which region of the electromagnetic spectrum does the fifth line, with a wavelength of 397 nm, occur? View Available Hint(s) Four of the wavelengths of the Balmer series occur in the visible spectrum (656 , 486 , 434 , and 410 ). In which region of the electromagnetic spectrum does the fifth line, with a wavelength of 397 , occur? ultraviolet radio waves gamma rays infrared microwaves visible light X rays
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Ответ:
Visible Light Region
Explanation:
The wavelengths of different regions in electromagnetic radiation spectrum are given below:
Radio Waves Greater than 10 mm
Microwaves 10 mm to 0.1 mm
Infrared 100 μm to 740 nm
Visible Light 740 nm to 380 nm
Ultra Violet 380 nm to 10 nm
X-rays 10 nm to 100 pm
Gamma Rays less than 100 pm
Since, the wavelength of the fifth line has a wavelength of 397 nm. Therefore, it is clear from the given information above, that this wavelength lies within the range of Visible Light.
Hence, the fifth line of Balmer Series occur in the Visible Light Region of the electromagnetic spectrum.
Ответ:
Explanation:
From the given information:
The force applied to the child should be at equilibrium in order to maintain him vertically hung on the wall.
Also, the frictional force acting on the child against gravitational pull is:
where,
the centripetal force
acting outward on the child is equal to the normal force.
SO,
Since the centripetal force![F_c = \dfrac{mv^2}{r}](/tpl/images/1379/7936/57172.png)
Then:
Using Newton's law, the frictional force must be equal to the weight
Recall that:
The angular speed![\omega = \dfrac{v}{r}](/tpl/images/1379/7936/0c1f1.png)
Therefore;
Making the coefficient of friction
the subject of the formula: