sine: be equal to opposite

from Quasimodo
0.2 0.4 0.6 0.8 Plausible Typical Remarkable Salient

Related concepts

Parents trigonometric function
Weight: 0.55
, simple function
Weight: 0.55
, element
Weight: 0.40
, function
Weight: 0.37
, wave
Weight: 0.35
Siblings polynomial
Weight: 0.31
, h
Weight: 0.28
, cos
Weight: 0.28
, parameter
Weight: 0.27
, thermistor
Weight: 0.27

Related properties

Property Similarity
be equal to opposite 1.00
be equal to opposite over hypotenuse 0.89
be opposite over hypotenuse 0.82
is 30 same 0.76

Priors about this statement

Cues

0.2 0.4 0.6 0.8 Joint Necessity Sufficiency Implication Entailment Contradiction Entropy

Evidence

0.2 0.4 0.6 0.8 Plausible Typical Remarkable Salient

Clauses

Salient implies Plausible

0.22
Rule weight: 0.28
Evidence weight: 0.78
Similarity weight: 1.00
Evidence: 0.55
Plausible(sine, be equal to opposite) ⋁
Evidence: 0.48
¬ Salient(sine, be equal to opposite)

Similarity expansion

0.59
Rule weight: 0.85
Evidence weight: 0.77
Similarity weight: 0.89
Evidence: 0.36
Remarkable(sine, be equal to opposite) ⋁
Evidence: 0.36
¬ Remarkable(sine, be equal to opposite over hypotenuse)
0.57
Rule weight: 0.85
Evidence weight: 0.74
Similarity weight: 0.89
Evidence: 0.70
Typical(sine, be equal to opposite) ⋁
Evidence: 0.85
¬ Typical(sine, be equal to opposite over hypotenuse)
0.56
Rule weight: 0.85
Evidence weight: 0.80
Similarity weight: 0.82
Evidence: 0.36
Remarkable(sine, be equal to opposite) ⋁
Evidence: 0.31
¬ Remarkable(sine, be opposite over hypotenuse)
0.54
Rule weight: 0.85
Evidence weight: 0.78
Similarity weight: 0.82
Evidence: 0.70
Typical(sine, be equal to opposite) ⋁
Evidence: 0.75
¬ Typical(sine, be opposite over hypotenuse)
0.53
Rule weight: 0.85
Evidence weight: 0.76
Similarity weight: 0.82
Evidence: 0.48
Salient(sine, be equal to opposite) ⋁
Evidence: 0.46
¬ Salient(sine, be opposite over hypotenuse)
0.52
Rule weight: 0.85
Evidence weight: 0.68
Similarity weight: 0.89
Evidence: 0.55
Plausible(sine, be equal to opposite) ⋁
Evidence: 0.72
¬ Plausible(sine, be equal to opposite over hypotenuse)
0.52
Rule weight: 0.85
Evidence weight: 0.74
Similarity weight: 0.82
Evidence: 0.55
Plausible(sine, be equal to opposite) ⋁
Evidence: 0.58
¬ Plausible(sine, be opposite over hypotenuse)
0.50
Rule weight: 0.85
Evidence weight: 0.65
Similarity weight: 0.89
Evidence: 0.48
Salient(sine, be equal to opposite) ⋁
Evidence: 0.67
¬ Salient(sine, be equal to opposite over hypotenuse)
0.48
Rule weight: 0.85
Evidence weight: 0.74
Similarity weight: 0.76
Evidence: 0.36
Remarkable(sine, be equal to opposite) ⋁
Evidence: 0.41
¬ Remarkable(sine, is 30 same)
0.47
Rule weight: 0.85
Evidence weight: 0.72
Similarity weight: 0.76
Evidence: 0.70
Typical(sine, be equal to opposite) ⋁
Evidence: 0.94
¬ Typical(sine, is 30 same)
0.41
Rule weight: 0.85
Evidence weight: 0.62
Similarity weight: 0.76
Evidence: 0.55
Plausible(sine, be equal to opposite) ⋁
Evidence: 0.84
¬ Plausible(sine, is 30 same)
0.37
Rule weight: 0.85
Evidence weight: 0.57
Similarity weight: 0.76
Evidence: 0.48
Salient(sine, be equal to opposite) ⋁
Evidence: 0.84
¬ Salient(sine, is 30 same)

Typical and Remarkable implies Salient

0.12
Rule weight: 0.14
Evidence weight: 0.87
Similarity weight: 1.00
Evidence: 0.48
Salient(sine, be equal to opposite) ⋁
Evidence: 0.70
¬ Typical(sine, be equal to opposite) ⋁
Evidence: 0.36
¬ Remarkable(sine, be equal to opposite)

Typical implies Plausible

0.33
Rule weight: 0.48
Evidence weight: 0.69
Similarity weight: 1.00
Evidence: 0.55
Plausible(sine, be equal to opposite) ⋁
Evidence: 0.70
¬ Typical(sine, be equal to opposite)