a 3 section spinner which each outcome is not equally likely.if you spin the spinner once,what is the probability that it will stop on a?
I assume you mean that it is a fair spinner (i.e. it stops at any position with equal probability) but the sectors of the spinner are of different sizes.
In this case, the probability of it stopping on "a" is the sector angle of a (in degrees) divided by 360.
If it is not a fair spinner, we don't have an answer.
Do hurry
To calculate the probability of the spinner stopping on "A," we need to know the total number of equally likely outcomes and the number of outcomes that correspond to "A."
However, as you mentioned that each outcome is not equally likely, we cannot determine the probability without additional information about the spinner and its sections.
If you have specific information about the likelihood of each section, such as the relative sizes or angles of the sections, please provide that information, and I can help you calculate the probability.