Question:
A bird eats two types of worms, P and Q, picking them randomly. Which one of the following describes the kind of probability distribution of the number of worms of type P eaten by the bird in a day?
A bird eats two types of worms, P and Q, picking them randomly. Which one of the following describes the kind of probability distribution of the number of worms of type P eaten by the bird in a day?
Show Hint
The Binomial distribution is appropriate for scenarios with fixed trials and two possible outcomes.
Updated On: Apr 8, 2025
- Binomial
- Normal
- Log-normal
- Uniform
Show Solution
Verified By Collegedunia
The Correct Option is A
Solution and Explanation
Step 1: Understanding Binomial Distribution.
A binomial distribution models the number of successes (in this case, the number of type P worms eaten) in a fixed number of independent trials (the total number of worms eaten), with two possible outcomes (P or Q worm).
Step 2: Explanation of the other options.
The Normal distribution is used for continuous data and is not suitable for discrete outcomes like counting the number of type P worms.
Log-normal distribution applies to data that is log-transformed and does not describe counts of events.
Uniform distribution assumes equal probability for all outcomes, which doesn't apply here since the bird is choosing between two types of worms.
Was this answer helpful?
0
0
Top GATE EY Engineering Mathematics Questions
Top GATE EY Questions
- If '\(\rightarrow\)' denotes increasing order of intensity, then the meaning of the words [\textit{simmer} \(\rightarrow\) \textit{seethe} \(\rightarrow\) \textit{smolder}] is analogous to [\textit{break} \(\rightarrow\) \textit{raze} \(\rightarrow\) \_\_\_\_\_\_]. Which one of the given options is appropriate to fill the blank?
- In a locality, the houses are numbered in the following way:The house-numbers on one side of a road are consecutive odd integers starting from \(301\), while the house-numbers on the other side of the road are consecutive even numbers starting from \(302\). The total number of houses is the same on both sides of the road. If the difference of the sum of the house-numbers between the two sides of the road is \(27\), then the number of houses on each side of the road is:
- For positive integers \( p \) and \( q \), with \( \frac{p}{q} \neq 1 \), \( \left( \frac{p}{q} \right)^q = p^{q-1 \). Then, which of the following is true?}
- Which one of the given options is a possible value of \(x\) in the following sequence? 3, 7, 15, x, 63, 127, 255
- On a given day, how many times will the second-hand and the minute-hand of a clock cross each other during the clock time 12:05:00 hours to 12:55:00 hours?
View More Questions