9.5,9 3/10, and 9.9
c. 3C5P(S)?P(A15
b. 5C3P(S)3P(F2
d. 5C3P(S)3P(F)5
The probability of 3 successes in 5 trials is represented by '5C3P(S)³P(F)²'. This equation reflects the combination of possible successful events, multiplied by the probability of success raised to the number of successes, and the probability of failure raised to the number of failures.
The correct answer is d. 5C3P(S)³P(F)².
Probability of success in binomial problems is given by the equation P(S) = nCr * (p)ⁿ * (q)ⁿ-r where n is the number of trials, r is the number of successful trials, p is the probability of success, and q is the probability of failure (1-p). In this case, there are 5 trials and 3 successes, so your p to the power of 3 (P(S)³) represents the probability of success and the your q to the power 2 (P(F)²) represents the probability of failure. The 5C3 in front is a combination which shows how many ways 3 successes can occur in 5 trials.
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Answer: option B: 5C3P(S)3P(F)2
Step-by-step explanation:
correct on Edge 2020
Answer:
14 zeros
Step-by-step explanation:
For functions, the highest power is the amount of zeros. The highest power in this equation is 14 so it has 14 zeros.
Answer:
The function f(x) has 14 zeros.
Step-by-step explanation:
We know that by Fundamental Theorem of Algebra :
Any polynomial equation of degree n with complex coefficient has exactly 'n' complex roots counting multiplicity.
Here we are given a polynomial function f(x) as:
So, this polynomial function is of degree 14.
Hence, the given polynomial function f(x) has exactly 14 zeros.
Answer:
x + y = 17
x - y = 29
x = 17 - y
x - y = 29
x = 17 - y
17 - y - y = 29
x = 17 - y
17 - 2y = 29
x = 17 - y
- 2y = 29 - 17
x = 17 - y
-2y = 12
x = 17 - y
y = -6
x = 17 - (-6)
y = -6
x = 17 + 6
y = -6
x = 23
y = -6
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Step-by-step explanation: