Using the expression 2d sin 0= λ, one calculates the values of d by measuring the corresponding angles 0 in the range 0 to 90°. The wavelength λ is exactly known and the error in 0 is constant for all values of 0. As 0 increases from 0° (a) the absolute error in d remains constant (b) the absolute error in d increases (c) the fractional error in d remains constant (d) the fractional error in d decreases
Using the expression 2d sin 0= λ, one calculates the values of d by measuring the corresponding angles 0 in the range 0 to 90°. The wavelength λ is exactly known and the error in 0 is constant for all values of 0. As 0 increases from 0° (a) the absolute error in d remains constant (b) the absolute error in d increases (c) the fractional error in d remains constant (d) the fractional error in d decreases
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Transcribed Image Text:Using the expression 2d sin 0 = λ, one calculates the
values of d by measuring the corresponding angles 0 in
the range 0 to 90°. The wavelength λ is exactly known
and the error in 0 is constant for all values of 0. As 0
increases from 0°
(a) the absolute error in d remains constant
(b) the absolute error in d increases
(c) the fractional error in d remains constant
(d) the fractional error in d decreases
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