A student is chosen at random from this diagram. Let event A = The student is in jazz band. Let event A = The student is in jazz
band. Let event B = The student is in drum line.
Which students are in B? What is P(B)?
Which students are in Ac? What is P(Ac)?
I am confused, do i look at the students that are assigned to both? or just one or the other?
Which students are in B? What is P(B)?
Which students are in Ac? What is P(Ac)?
I am confused, do i look at the students that are assigned to both? or just one or the other?
1 answer:
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The sum would be written as:
It goes from n=1 to =5 because it is the first 5 terms of the sum.
The sequence has a first term, a₁, of 1. The common difference, d, is 3. The explicit formula would then be:
Using the distributive property to simplify, we would have:
It goes from n=1 to =5 because it is the first 5 terms of the sum.
The sequence has a first term, a₁, of 1. The common difference, d, is 3. The explicit formula would then be:
Using the distributive property to simplify, we would have:
Answer:
Step-by-step explanation:
Let (x,y) represents a point P on the curve,
So, the slope of the curve at point P =
According to the question,
Integrating both sides,
Since, the curve is passing through the point (0, 5),
Hence, the required equation of the curve is,
It can be turned into a mixed number:
hope that helps :) ✨