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What else can I help you with?
What is the 5 percent rule to find if the y-intercept is significant?
The 5 percent rule states that if a confidence interval for the y-intercept does not contain zero, then the y-intercept is considered statistically significant at the 5% level. This means that the y-intercept is unlikely to be zero in the population.
How do you find the rule for a linear function?
y=ax+b a=slope b=y intercept
If 297 equals 100 percent what percent is 203?
203 / 297 = 0.6835 = 68.35% or (taking into account the rule of significant figures) 68.4%
How do you find the equation of a line in a graph?
Okay, so the format is y=mx+b in case you didn't know that. M is the increase (slope) in the line. B is the y intercept (something like (0,4) There the 4 is the y intercept. So if I had a line where the y-intercept is -5 and the increase is 4 then the rule would be y=4x-5
Can you use this less than 5 percent rule for all normal probability distributions?
The answer depends on what "this less than 5 percent rule" is, in contrast to some other 5 percent rule!
How do you find the y-intercept of a symbolic rule?
An example of a symbolic rule is y=2x-5. Since this is in the y=mx+b form, the y-intercept (b) is -5. If your rule looks different, e.g. 3x-2y+8=0, then put 0 in for x, and solve for y: 3(0) -2y +8 = 0 <=> -2y +8 = 0 <=> -2y = -8 <=> y = -8/-2 <=> y=-4. 9 out of 10 teachers (I'm with them) would say that the y-intercept is the number -4. The other one would say it is the point (0,-4)
What is the significance of the running 10 percent rule in training for long-distance races?
The running 10 percent rule is significant in long-distance race training because it recommends increasing mileage by no more than 10 percent each week to prevent injury and allow the body to adapt gradually to the demands of running longer distances. Following this rule helps reduce the risk of overtraining and improves performance in the long run.
4.832 has 4 significant digits as a result of which rule?
As a result of the rule that you use the definition of the term - such as significant digits - when finding them for a number.
What rule can be created about moving the decimal when you are finding 1 percent of a number?
In order to find one percent of a number, simply move the number's decimal point two places to the left.
How do you set up a proportion to find 16 percent of 90?
use the rule: is / of = percent / 100reword the question in your head What is 16 percent of 90?(percent = 16) (of = 90) is is the unknown pick a variable -- xx / 90 = 16 / 100 now solve for xx = 14.4
What were three significant things about Thutmose III's rule?
vv
Why was Romans ruling the punic war significant?
How do you rule a war.
