<span>We have two expressions: n(log(n)) and n3=2. The second expression involves fewer operations. From it, we can derive n = 2/3. For the left-hand side to equal the right-hand side, n cannot go beyond 2/3. No further operations can be applied at that level. Conversely, if we set n = 10, we find 10(log(10)) = 1. As we escalate n to 100, 100(log(100)) equals 200, and for n = 300, 300(log(300)) results in about 743.1. The logarithmic function increases without limit, while for the first operation, once n hits 2/3, it halts. Therefore, the second expression has fewer operations overall.</span>
Answer:
Step-by-step explanation:
Answer:
D, 344
Step-by-step explanation:
5x6 = 30, then 30x2 = 60
6x10 = 60
5x10 = 50, and 50x4 = 200
4x6=24 (no need to divide by two as there are two triangles)
Adding these, 24+60+60+200 results in 344.
To resolve this question, simply tally the probabilities of the options. The likelihood of a pitch not crossing the plate being a strike is non-existent; thus, P(A | D) = 0. This is true as it calculates to 0/0+20= 0. The likelihood of a pitch not over the plate being a ball is complete; therefore, P(B | D) = 1. This holds true as it equals 20/20+0= 1. The likelihood of a pitch over the plate being a strike is 10:15. It’s incomplete but seems correct; it can be calculated as 10/10+5= 10/15 = 2/3. The probability for a pitch over the plate labeled a ball is 5:10; therefore, P(B | C) = 0.5.
