Answer:
wavelength of the second photon emitted is 97.26 nm
Explanation:
Data provided;
Wavelength absorbed = 94.98 nm
Wavelength of the one of the emitted photon = 4052.3 nm
Now,
The energy is given as:
Energy = 
here,
h is the plank's constant
c is the speed of the light
λ is the wavelength
Now,
by the principle of conservation of energy
Initial energy = Final energy
Therefore,
= 
+ 
or
= -
or
= 
- 
or
= 0.0105 - 2.46 × 10⁻⁴
or
= 0.01028
or
λ₁ = 97.26 nm
Hence,
the wavelength of the second photon emitted is 97.26 nm
What poster are you referring to? There’s nothing there but the question
Yes, this encourages the buyer to pay more for an item especially if it is by a well known branded. This gives them to opportunity to brag and boast with their purchase. Also when the product is well known consumers are going to try their absolute best to buy it, this is going to make the product scare, hence increasing its price.
<span>A. income statement debit column</span>
This question is incomplete because the text is missing; here is the missing part:
Text 1
1. Remove the back cover, using a small screwdriver to loosen the screw
2. Remove batteries and replace with two new AAA batteries. use the + and - signs to position correctly. dispose of used batteries properly.
3. Replace the cover and tighten the screw with the screwdriver
4. Reset the time using the side buttons
The GMX 200 is guaranteed to keep time accurately for one full year from date of purchase should it malfunction in any way during this time period, your money will be refunded in full.
The correct answer to this question is C. The users will get full refund if there is malfunction during the guarantee period.
Explanation:
This text provides instructions to change the battery in a GMX 200, which can be inferred it is a clock or similar device. This text explains the different steps users need to follow to change batteries. Moreover, in the last section of the text, it is clarified if there is any failure during the first year, which is the guaranteed time "your money will be refunded in full". According to this, it can be inferred during this time any malfunction implies the user gets a complete refund (option C.)
