0
Mendel performed his experiment with thousands of pea plants How did this make his probability calculations more reliable?
Wiki User
∙ 7y agoWant this question answered?
Be notified when an answer is posted
Add your answer:
Earn +20 pts
How did experimenting with thousands of pea plants make mendels probabilty calculations more reliable?
no
For statistics class I Have to find the probability that exactly 41 murders committed?
Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.
What is 31858 rounded to the nearest thousands?
32000
How many times would you expect draw the ace of spades if you have 13 cards in each of four suits and draw one card?
The probability of drawing the Ace of Spades from a standard deck of 52 cards is 1 in 52, or about 0.01923. However, the number of times you can expect to draw it depends on random statistics. If you tested this a large number of times, shuffling the deck each time, you would expect about 1 out of every 52 trials to be the Ace of Spades, but that would only be in the long run, say for thousands and thousands of trials, and even then, it would not be exact. This is the difference between theoretical probability and experimental probability. Theoretical probability is based on pure statistics and the arrangement of the test. All you can say is that, for an infinite number of trials, you would expect 1 out of 52. In the case of experimental probability, you are limited by the number of trials that you can perform. Lets say you ran 10,000 trials. Theoretically, you would expect to draw the Ace of Spades about 192 times. In practice, you would have a range of results.
How would you work out 1776 plus 549 in two different ways and 1776 minus 549 in two different ways but working out all four calculations entirely in Roman numerals with explanations?
Roman numerals are entirely inappropriate for doing such calculations. I believe the people in Roman times did such calculations on an abacus or something similar - which is basically similar to converting them to the Arabic numbers we use. If you really want to do it in Roman numerals - which is basically NOT a good idea - you would have to keep the thousands, hundreds, etc. separate, and handle carry (for addition) and borrowing (for subtraction).
How many continuous probability distributions?
There are an indeterminate number: thousands upon thousands.
How did experimenting with thousands of pea plants make mendels probabilty calculations more reliable?
no
How many times calculations CPU carries out per minute?
a CPU can carry out one thousands instructions.
When was a midsummer nights dream performed?
Oh this was performed ages ago before everyone one of us was born.This was performed thousands and thousands ago.
Pyramid construction was performed mostly by?
thousands of slaves
Why did Mendel did thousands of experiment on pea plants?
To study genetics, traits, and the behaviors of those traits.
Why has the computer been important for science?
It is because, it is used for research for thousands of topics and is used for creating graphs and simulations which aid in the understanding of science. Edit by DaftVirgin: Not only that, the computer has superior speed. It can make thousands of calculations in a matter of seconds while the human brain can't even make two calculations at the same time. This gives a huge advantage because some calculations would have taken years or decades to calculate with the brain.
High-capacity computers with hundreds of thousands of processors that can perform more than one trillion calculations per second are called?
supercomputers
For statistics class I Have to find the probability that exactly 41 murders committed?
Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.Simple. The answer is 0.Over the thousands of years that humans have existed, I am certain that a lot more than 41 murders have been committed. Therefore the probability that exactly 41 murders have been committed - NOT MORE - is zero.
When was the first liver transplant performed?
The first human liver transplant was performed in 1963, and since then, thousands of liver transplants are done every year.
Why wont anyone invent a machine that can perform litterally HUNDREDS of calculations per second?
The current machines are in the billions. They have come out with RISC chips that only do thousands per second.
Who played Julius Caesar in Julius Caesar?
There have been thousands of productions of Julius Caesar since it was first performed ca. 1599, and thousands of actors have played the part of Caesar.
