Pam is playing with red and black marbles?
Well, isn't Pam just living life on the edge with those red and black marbles? I hope she's not planning on starting a game of roulette anytime soon. Just be careful, Pam, those marbles can be a slippery slope to a high-stakes game of chance.
How many possible outcomes if you toss a coin four times?
i think only 5 but that's just what i can get
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The above answer is correct if you disregard the order of the outcomes.
If the order of the outcomes matters, then the answer is:
2 x 2 x 2 x 2 = 16
since each toss has two possible outcomes (assuming the coin cannot land on its side) and you repeat the toss four times.
How many sixths in two thirds how to work it out?
To determine how many sixths are in two thirds, you need to convert both fractions to have a common denominator. In this case, the common denominator is 6. Two thirds is equivalent to four sixths, so there are four sixths in two thirds. This can be calculated by multiplying the numerator and denominator of two thirds by 2 to get 4/6.
What 5 numbers have a mode of 6 and a median of 8?
Oh, dude, you're hitting me with some math vibes here. So, to have a mode of 6, that means 6 has to be the number that appears most frequently. And with a median of 8, that means when you line up the numbers in order, the middle one is 8. So, you could have something like 6, 6, 8, 8, 10. But hey, who am I to tell you what numbers to pick? It's your math party, man.
How many numbers are there from 10 to 99 in which the digits differ by 4?
Well, honey, there are 36 numbers from 10 to 99 where the digits differ by 4. You see, you can start with 10, 21, 32, all the way up to 76, and end with 87 and 98. So, there you have it, 36 numbers that fit the bill.
There are 84 different combinations possible for the committee of 6, taken from
4 students and 5 teachers.
1.- The committee with 4 students has 4C4 number of combinations of 4 students out of 4 and 5C2 number of combinations of 2 teachers out of 5 to be combined with. The product of these two give the number of different combinations possible in a committee formed by 4 students and 2 teachers.
2.- The committee with 3 students has 4C3 number of combinations of 3 students out of 4 and 5C3 number of combinations of 3 teachers out of 5 to be combined with. The product of these two give the number of different combinations possible in a committee formed by 3 students and 6 teachers.
3.- The committee with 2 students has 4C2 number of combinations of 2 students
out of 4 and 5C4 number of combinations of 4 teachers out of 5 to be combined with. The product of these two give the number of different combinations possible in a committee formed by 2 students and 4 teachers.
4.- The committee with 1 student has 4C1 number of combinations of 1 student out of 4 students and 5C5 number of combinations of 5 teachers out of 5 to be combined with. The product of these two give the number of different combinations possible in a committee formed by 1 student and 5 teachers.
We now add up all possible combinations:
4C4∙5C2 + 4C3∙5C3 + 4C2∙5C4 + 4C1∙5C5 = 1(10) + 4(10) +6(5) + 4(1) = 84
There are 84 different combinations possible for the committee of 6, taken from
4 students and 5 teachers.
[ nCr = n!/(r!(n-r)!) ]
[ n! = n(n-1)(n-2)∙∙∙(3)(2)(1) ]
Can interquartile range be zero?
Oh, absolutely! If the first quartile (Q1) and the third quartile (Q3) of a dataset are the same, then the interquartile range will be zero. It just means that the middle 50% of the data values are all clustered together closely, like a group of happy little trees standing side by side.
What are Multiple binary choice items?
Multiple binary choice items are assessment questions that require the respondent to choose between two options, typically "true" or "false" or "yes" or "no". These items are commonly used in educational settings to assess knowledge or understanding of specific concepts. They are effective in providing a quick snapshot of a student's comprehension and are easy to score objectively.
What are all number combinations using 0258?
Oh, what a happy little question! Let's see, using the numbers 0, 2, 5, and 8, there are 24 different combinations you can create. You can arrange them in various ways like 0258, 0825, 5280, and so on. Just like painting, the possibilities are endless and it's all about finding the beauty in each combination.
How many 4 number combinations are the in the numbers 1 to 10?
First figure in combination can be any of 10, second can be any of remaining 9, third any of remaining 8 and fourth any of remaining 7 so total of possibilities is 10 x 9 x 8 x 7 ie 5040.
This assumes no repeating digits, in that case possibilities would be 10 to the fourth power ie 10000.
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The question asks for number of combinations. The above result of 5040 is the number of 4 number permutations that can be obtain from the numbers 1 to 10.
The number of different 4 number combinations that can be obtain from the numbers
1 to 10 is: 10C4 = 10!/(4!∙6!) = 210 different 4 number combinations.
If repetition of numbers in the 4 number combination are allowed we have to ad:
with 2 numbers repeated; 3∙10C3 = 3(120) = 360
with 3 numbers repeated; 2∙10C2 = 2(45) = 90
with 4 numbers repeated; 10
with two sets of 2 numbers repeated; 10C2 = 45
This gives a total of 4 number combinations with repetition of numbers allowed of:
210 + 360 + 90 + 10 + 45 = 715 different 4 number combinations.
How much do you win with 4 numbers on the hoosier lotto?
The prize for matching four of six numbers on the Hoosier Lotto is not a fixed amount. It is what is called a "pari-mutuel" prize. The meaning of this, taken from hoosierlottery, is:
"Pari-mutuel is a prize that is calculated by splitting among the winning tickets for that prize either a fixed prize amount or a prize pool that is dependent on the amount of wagers made."
What is the biggest number you can make with the numbers 1 2 3 4 5 6 7 8 9?
Oh, what a delightful question! You can create the biggest number by arranging the digits in descending order. So, by using all the numbers 1 to 9, the largest number you can make is 987654321. Just like painting, it's all about arranging things in a way that brings you joy and beauty.
Which type of graph would best show the number of cows forty farmers each own?
A bar graph would be the best type of graph to show the number of cows each of forty farmers owns. Each farmer's data can be represented by a separate bar, making it easy to compare the number of cows owned by each farmer at a glance. The x-axis would list the farmers, while the y-axis would represent the number of cows owned. This visual representation would effectively display the distribution of cows among the forty farmers.
What is the sum of a whole number and a fraction?
This is called a mixed number.
What four numbers have the mode of 4 and mean of 5?
Oh, dude, let's break out the fancy math terms! So, if the mode is 4, that means 4 is the number that appears most frequently. And if the mean is 5, that's just the average of all the numbers. So, we could have something like 4, 4, 4, and 6. Easy peasy lemon squeezy.
What is the dependent variable in an invisible ink experiment?
Well, honey, in an invisible ink experiment, the dependent variable is the thing you're measuring to see if it changes as a result of the invisible ink being used. So, it could be something like the visibility of the message under different conditions. Just remember, the dependent variable is the one that's dependent on the independent variable - it's like the sidekick to the main character in a cheesy detective show.
What are the difference between traversing survey and triangulation survey?
Traversing survey involves measuring distances and angles between survey points to establish control networks, typically using linear measurements and compass or theodolite readings. Triangulation survey, on the other hand, relies on the principle of triangulation to determine the positions of points by measuring the angles of a triangle formed by sighting distant landmarks. Triangulation surveys are more accurate over long distances and are commonly used in geodetic surveys, while traversing surveys are more suitable for smaller-scale projects and local mapping.
What is a 19 digit number called?
Oh, dude, a 19-digit number is called a "19-digit number." I mean, it's not like they have a fancy name or anything. It's just a number with 19 digits, like, nothing too exciting. So yeah, that's what it's called.
If using numbers 0 through 9 how many different 6 digit combinations can be made?
They would be 000000 through 999999, and there would be 1 million possibilities, assuming you could use the digits multiple times.
If you could only use the digits one time, and the order of the digits chosen matters, then that would be the number of permutations of 10 things taken 6 at a time, which is:
10!
-------- = 151200 possibilities.
(10-6)!
If you are truly counting "combinations" where the order does not matter, (e.g. 123456 is considered the same as 531642), then this is the number of combinations of 10 things taken 6 at a time, which is:
10!
--------------- = 210 possibilities.
(10-6)! 6!
I'm going to assume that the sequence of the 5 numbers doesn't matter, because
this sounds to me like another lottery exercise.
Picking 5 numbers out of a bag of 25, there are 25 x 24 x 23 x 22 x 21 / 5 x 4 x 3 x 2 =
53,130 different possible groups of 5.
What does malaraw mean in wolof?
Oh, dude, "malaraw" in Wolof means "to laugh" or "laughter." So, like, if someone tells you a joke in Wolof and you're like, "malaraw," they'll know you found it funny. It's basically the Wolof way of saying "LOL."
What is the longest word that starts with x?
The longest word that starts with 'x' is 'xylopyrography,' which is a fancy way of saying woodburning art. So, next time you want to impress someone with your knowledge of long words starting with 'x,' you can throw out 'xylopyrography' like the word wizard you are. Just make sure you don't accidentally set anything on fire while attempting to pronounce it.
How do you find the median of a set of numbers with duplicate numbers?
First you sort them from least to greatest and you pick the number in the middle. If the number of numbers is even and you have two numbers in the middle you add them together and then divide the sum by 2.
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When writing the numbers from smallest to greatest, write repeated numbers next to each other in the correct positions and cross out as usual...
1,1,2,4,5,5,5,6,9
write the numbers like so
cross out as normal (italicized numbers are crossed out)
1,1,2,4, 5 5,5,6,9
One of the 5s is the middle number so that is your median