To determine the number of orders of spectra possible with a grating of 15,000 lines per inch, we first convert the lines per inch to lines per meter, resulting in approximately 5905 lines per meter. The maximum order ( m ) of the spectrum can be calculated using the formula ( m \leq \frac{d}{\lambda} ), where ( d ) is the grating spacing (the inverse of the number of lines per meter) and ( \lambda ) is the wavelength of light. For visible light (approximately ( 400 ) to ( 700 ) nm), this results in a maximum of about 5 to 6 orders of spectra being observable, depending on the specific wavelength used.
15000 = 15000/1
100000 + 45000 + 15000 + 15000 + 15000 +10000 = 200000 Since there is only one number, the average is that number, namely 200000
15% of 15,000= 15% * 15000= 0.15 * 15000= 2,250
2% of 15000 = 2% * 15000 = 0.02 * 15000 = 300
40% of $15000= 40% * $15000= 0.40 * $15000= $6000
15000 = 15000/1
19% of 15000= 19% * 15000= 0.19 * 15000= 2850
110% of 15000= 110% * 15000= 1.1 * 15000= 16,500
30% of 15000 = 30% * 15000 = 0.3 * 15000 = 4500
17% of 15000 = 17% * 15000 = 0.17 * 15000 = 2550
1% of 15000 = 1% * 15000 = 0.01 * 15000 = 150
100000 + 45000 + 15000 + 15000 + 15000 +10000 = 200000 Since there is only one number, the average is that number, namely 200000
15% of 15,000= 15% * 15000= 0.15 * 15000= 2,250
32% of 15,000= 32% * 15000= 0.32 * 15000= 4,800
To convert 15000 to percent multiply by 100:15000 × 100 = 1,500,000%
15,000
64% of 15,000= 64% * 15000= 0.64 * 15000= 9,600