determine the percent probability of finding a dots in each of the circle drawn
1. determine the percent probability of finding a dots in each of the circle drawn
1cm=60%
3cm=20%
5cm=10%
7cm=7%
9cm=3%
2. Determine the percent probability of finding a dot in each of the circle drawn on the target by multiplying no. of dots.
.para maka creat ng mga dots o electron .. taas mu lng ung lapis ng medyo malayo sa papel mo at itutok ang pinaka dulo ng lapis then bitawan mo hanggang sa mag creat sya ng mga dots gawin mo yun ng 100 beses tuloy tuloy .. then sa huli pwed mo ng bilangin ang mga dots dapat 100 ang bilang nun
3. Q2.Determine the percent probability of finding a dot in each of the circle drawn on the target by multiplying No. of dots /cm2 (column D) by the total number of dots (100) for example in cirlce 1 (A)
In science 9 Unit 2 Module 1 Activity 2, the title of the activity is Predicting the Probable Location of an Electron. The main objective of this activity is to describe how it is likely to find the electron in an atom by probability. Here the answer on the questions presented.
Problem:
Q2. Determine the percent probability of finding a dot in each of the circle drawn on the target by multiplying No. of dots /cm2 (column D) by the total number of dots (100) for example in cirlce 1 (A)
Answer:
Percent probability = [No. of dots /cm2] X 100
= [0.1920 / 100 ] X 100
= 19.20%
Hope it helps...=)
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4. how many dots are found in the area where there is the highest probability of finding dots?
8..... ... .. .. .. .. .. . . . . . . . dots.. 8dots
5. what is the distance with the highest probability of finding a dots
Answer:
hhuvcg ibuvrz uonohufts i
6. A pair of dice is tossed. find the probability of getting a total of 8 dots
Answer:
There are 6×6=36 outcomes and of these there are 5 ways that a total of 8 can be obtained.
7. Activity 2:Predicting the Probable Location of an Electron Q6. What happens to the number of dots per unit area as the distance of the dots go farther from the center? Q7. Determine the percent probability of finding a dot in each of the circle drawn on the target by multiplying no. of dots /cm2 (column D) by the total number of dots (100). For example: In circle 1 (A)? Q8. Base on your graph, what is the distance with the highest probability of finding a dot? Show this in your graph? Q9. How many dots are found in the area where there is the highest probability of finding dots? Q10. How are your results similar to the distribution of electrons in an atom?
In science 9 Unit 2 Module 1 Activity 2, the title of the activity is Predicting the Probable Location of an Electron. The main objective of this activity is to describe how it is likely to find the electron in an atom by probability. Here the answer on the questions presented.
Q6. What happens to the number of dots per unit area as the distance of the dots go farther from the center?
Answer:
Based on the data above, the number of dots increases abruptly and then decreases as the dots go farther from the center.
Q7. Determine the percent probability of finding a dot in each of the circle drawn on the target by multiplying no. of dots /cm2 (column D) by the total number of dots (100). For example: In circle 1 (A)?
Answer:
Percent probability = [No. of dots /cm2
] X 100
= = [0.1920 / 100 ] X 100
= 19.20%
Q8. Base on your graph, what is the distance with the highest probability of finding a dot? Show this in your graph?
Answer:
3 cm
Q9. How many dots are found in the area where there is the highest probability of finding dots?
Answer:
44 dots
Q10. How are your results similar to the distribution of electrons in an atom?
Answer:
The results of the activity are similar to the structure of the atom because the probability of finding an electron (dot) increases abruptly then decreases as it goes farther from the nucleus (target).
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8. what is the average distance with the highest probability of finding a dot
Answer:
5 inches
- Based on our graph, the distance with the highest probability of finding a dot is 5 inches. - As the distance of dots go farther from the center, number of dots decreases.
9. suppose an unfair die is rolled in let x be the random variable representing the number of dots that would appear with a probability distribution below.outcome- 1- 2- 3- 4- 5- 6probability-0.1-0.1-0.4-0.2-0.1-0.1*determine the mean of the probability distribution.*determine the variance of the probability distribution.*determine the standard deviation of the probability distribution.
Answer:
sorry Hindi ko po alam
Step-by-step explanation:
plss wag nyo po Ako ibash
10. how many dots are found in the area where there is the highest probability of finding dots?
(answer will vary)
44 dots
11. how many dots are found in the area where there is the highest probability of finding dots?
Answer:
Everyone can make or do an experimentation. Everyone can find answers from questions and invent new things also. We can see only one dot in the area.
Explanation:
12. based on your graph, what is the distance with the highest probability of finding a dot?
We have a lot of experiments and science activities to do. Through experimenting, we can find out answers from our questions. Everyone can make or do an experimentation. Everyone can find answers from questions and invent new things also. We can see only one dot in the area. The distance of it is 1 inch.
13. How many dots are found in the area where there is a highest probability of finding dots ?
Only 1 dot can find in the area.
14. how many dots are found in the area where there is the highest probability of finding dots?
Answer:
1
Explanation:
Because there's only one area
15. PROCESSING QUESTIONS: Q1.As you can see in the table, what happens to the percent probability of dots as the distance goes far from the center? Q2.How many dots are found in the area where there is the highest probability of finding dots? Pa help po ❤️
Answer:
1. the number of dots will increase but as the dots go farther from the center,the number of dots will decrease
2.because there is only one area
Explanation:
16. How many dots are found in the area where there is highest probability of finding dots?
Answer:
there is no pictures
Explanation:
no dots
17. Based on your graph, what is the distance with the highest probability of finding a dot? Show this in your graph.
Answer:
We have a lot of experiments and science activities to do. Through experimenting, we can find out answers from our questions. Everyone can make or do an experimentation. Everyone can find answers from questions and invent new things also. We can see only one dot in the area. The distance of it is 1 inch.
Explanation:
18. Q1. Based on the result of your activity, what happens to the number of dots per unit area as the distance of the dots go farther from the center? Q2. Draw a graph and plot the average distance from the center on the x-axis and percent probability of finding dots on the y-axis. Q3. What is the average distance with the highest probability of finding a dot? Q4. How many dots are found in the distance with highest probability? Q5. Compare the result of your activity to the distribution of electrons in an atom.
Answer:
E.
5.
43.
31.
18.
3.
F
0.1990.
0.8554
0.4111
0.1791
0.0239
G
19.90
85.54
41.11
17.91
2.39
Explanation:
yan ang sagot ko, correct me if wrong
19. what is the distance with the highest probability of finding a dot?
Answer:1/6
Explanation:
20. how many dots are found in the distance with the highest probability of finding a dot
Answer:
Based on our graph, the distance with the highest probability of finding a dot is 5 inches. - As the distance of dots go farther from the center, number of dots decreases.
Explanation:
21. how many dots are found in the area where in the area where there in the highest probability of finding dots
Only one dot is seen in the region. There are numerous science experiments and activities to complete. We can obtain solutions to our questions by conducting experiments. Everyone is capable of conducting experiments. Everyone can discover solutions to questions and also create new things.
As the distance from the center grows, the number of dots per unit area will diminish. When points are plotted close to the origin, the number of dots per unit area will be elevated. When a graph is segmented into many units, the points within will plot as high.
I will give you an example of the probability of dots in percentage. Here they are:
Multiply the number of dots /cm² by the total number of dots ( for example, 1920), for example, inside a circle, to calculate the percent probability of locating a dot within each circle drawn on the target.
To find the percentage:
Probability percentage of dots:
= [Number of dots per cm²/ 100] x 100 %
= [1920 / 100 ] X 100
= 19.20%
Each dot represents a predetermined quantity of observations. Dot plots provide a visual representation of the shape and allocation of sample data and are particularly useful for comparing frequency distributions. A frequency distribution indicates the frequency with which a dataset's values occur. Histograms and dot plots display the same types of information.
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22. How many dots are found in the area where there is the highest probability of finding dots in predicting the probable location of an electron
The exact location of an electron is impossible to determine according to the Electron Cloud Model by Niels Bohr. However, quantum numbers have been established for a convention, such as the s, p, d and f subshells. Within the energy levels of an atom, these electron shells hold the probable location of an electron. The most efficient data table to use is the periodic table of elements. Sophisticated versions of the periodic table already contain the electronic configuration of each existing element known.
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23. Data Table: Circle Average Number Distance 1 2 3 4 5 (A) from Center cm (B) 1.0 3.0 5.0 7.0 9.0 Area of Circle, cm² (C) 3.14 28.27 78.54 153.94 254.47 Difference of Areas of the Two Consecutive Circles, cm² (D) 25.13 50.27 75.40 100.53 125.66 Number of Dots in Circle (E) S5 Percent probability No. of dots /cm² X 100 Number of Dots per cm² (E)/(D) (F) 0.1920 Percent Probability of Finding dots, % Q6. What happens to the number of dots per unit area as the distance of the dots go farther from the center? = = [0.1920/100] X 100 = 19.20% (G) 19.20 Q7. Determine the percent probability of finding a dot in each of the circle drawn on the target by multiplying no. of dots/cm² (column D) by the total number of dots (100). For example: In circle 1(A) Q 8. Based on your graph, what is the distance with the highest probability of finding a dot? Show this in your graph. Q 9. How many dots are found in the area where there is the highest probability of Gve finding dots? Q 10. How are your results similar to the distribution of electrons in an atom?
Answer:
6Answer: the number of dots will increase but as dots go farther from the center the number of dots will decrease
24. based on your graph, what is the distance with the highest probability of finding a dot?
First do the activity then count the dots then graph it and there you will know the answer
25. Q4: How many dots are found in the area where there is the highest probability of finding dots?
Answer:
1
Explanation:
Because there's only one area
26. How many dots are there in the area with the highest percentage of probability of finding the dots?
Answer;
28
- The number of dots with the highest probability is 28.
27. how many dots found in the area where there is highest probability of finding dots?
We have a lot of experiments and science activities to do. Through experimenting, we can find out answers from our questions. Everyone can make or do an experimentation. Everyone can find answers from questions and invent new things also. We can see only one dot in the area.
28. How many dots are there in the area with the highest percentage of probability of finding the dots?
Answer:
sorry po hindi ko po alam ang sagot
Explanation:
kailangan ko po kasi ng points sorry po :( :(
29. draw a graph and plot the average distance from the center on the x-axis and percent probability of finding dots on the y-axiswhat is the average distance with the highest probability of finding a dot?how many dots are found in the distance with highest probability?compare the result of your activity to the distribution of electrons in an atom
Answer:
2.)3cm
3.)43 dots
4.)The result of the activity to the structure of the atom because the probability of finding an electron (dot) increases abruptly then decreases as it goes father the nucleus (target).
30. What is the probability of rolling 2 dice and having a total of 7 dots showing? Express your answer as a percent rounded to the nearest hundredth.
First di 1,2,3,4,5,6 Second di 1,2,3,4,5,6
1&6 2&5 3&4
1&6 2&5 3&4
2 Dice had a total of 12 numbers and there are 6 pairs to get 7
50% i guess?
