Are arcsin and sin^-1 the same thing?
回答 (8)
2018-01-23 10:44 pm
Yes.
arcsin(x) and sin⁻¹(x) are the same thing but in different notations.
arcsin(x) and sin⁻¹(x) are the same thing but in different notations.
2018-01-23 11:06 pm
Yes. Both are the inverse function of sine.
You might see some calculators that show:
sin⁻¹(x)
cos⁻¹(x)
tan⁻¹(x)
Other calculators might show:
arcsin(x)
arccos(x)
arctan(x)
And some others may abbreviate it as:
asin(x)
acos(x)
atan(x)
You might see some calculators that show:
sin⁻¹(x)
cos⁻¹(x)
tan⁻¹(x)
Other calculators might show:
arcsin(x)
arccos(x)
arctan(x)
And some others may abbreviate it as:
asin(x)
acos(x)
atan(x)
2018-01-23 11:16 pm
yes. arcsinθ is preferred, as sin⁻¹θ can be confused with 1/sinθ. In fact it is confused.
note that sin⁻¹θ is NOT the same as (sinθ)⁻¹
note that sin⁻¹θ is NOT the same as (sinθ)⁻¹
2018-01-24 4:06 pm
Yes. sin⁻¹x means the same as arcsinx, ie the angle that has a sine of x.
In modern terms, just think of "arc" as being replaced with "inv" for inverse function.
The notation sin⁻¹x is an abomination that should never have been allowed to happen.
It wouldn't be so bad except that sin²x is taken to mean (sin∅)² ie (sin∅)(sin∅)
which means there is no consistency in the meaning of a number in superscript next to sin
because by rights sin⁻¹x should mean 1/sinx, but it doesn't.
In modern terms, just think of "arc" as being replaced with "inv" for inverse function.
The notation sin⁻¹x is an abomination that should never have been allowed to happen.
It wouldn't be so bad except that sin²x is taken to mean (sin∅)² ie (sin∅)(sin∅)
which means there is no consistency in the meaning of a number in superscript next to sin
because by rights sin⁻¹x should mean 1/sinx, but it doesn't.
2018-01-24 7:09 am
Yes. Both are the inverse function of sin.
2018-01-23 11:23 pm
yes
2018-01-23 10:58 pm
YES
2018-01-23 10:54 pm
Nope
收錄日期: 2021-04-24 00:56:10
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