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ValentinkaMS [17]
3 years ago
13

Which deal on notebooks is the best 20 for $8 or 30 for $10

Mathematics
2 answers:
Svetlanka [38]3 years ago
7 0
So 20 for 8 would mean that each notebook Costs 40 cents
^ do 8 (money) divided by 20 (# of notebooks)
30 for 10 would mean that each notebook costs about 33 cents
^ do 10 (money) divided by 30 (# of notebooks)
So arguably, 30 for $10 is a better deal!
Hope that helped
WARRIOR [948]3 years ago
3 0
30 for 8 because for 2$ more you can have 10
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===================================================

Explanation:

Let's define two events: B = hitting bullseye, and, T = hitting the third (outermost) ring

To figure out the probabilities of each event happening, we need to find the areas of each region. The bullseye is a circle with radius 6 inches (half of diameter 12), so the area is roughly...

A = pi*r^2 = pi*6^2 = 36pi

The radius of the outermost circle is 6+5+5 = 16 inches, leading to an area of

A = pi*r^2 = pi*16^2 = 256pi

So P(B) = (36pi)/(256pi) = 9/64 is the probability of hitting bullseye

-----------------

The area of the third ring is equal to the difference of the overall largest circle and the second largest circle.

The second largest circle has a radius of 6+5 = 11 inches with area pi*11^2 = 121pi square inches

So the third ring has an area of 256pi - 121pi = 135pi square inches

P(T) = probability of hitting the third ring

P(T) = (135pi)/(256pi)

P(T) = 135/256

-----------------

The last thing to do is to multiply the two probabilities P(B) and P(T). This works because the two events B and T are independent

P(B and T) = P(B)*P(T)

P(B and T) = (9/64)*(135/256)

P(B and T) = 0.07415771484376

P(B and T) = 0.07

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