The Lunar Missile Attack
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The document describes calculations done to find the point of intersection between the trajectories of a North Korean missile and an American interceptor missile launched to destroy it. Graphs of their positions over time were used to find linear regression lines. A system of equations from the lines was solved, yielding an intersection point of (21.1454945, 472,063.2903) miles. Since this is past the moon's distance of 238,897 miles, the analysis determined the American missile failed to intercept the North Korean missile before it reached the moon.
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The Lunar Missile Attack
The document describes calculations done to find the point of intersection between the trajectories of a North Korean missile and an American interceptor missile launched to destroy it. Graphs of their positions over time were used to find linear regression lines. A system of equations from the lines was solved, yielding an intersection point of (21.1454945, 472,063.2903) miles. However, since the moon is about 238,897 miles away, the American missile failed to intercept the North Korean missile before it reached the moon.
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The Lunar Missile Attack
The document describes calculations done to find the point of intersection between the trajectories of a North Korean missile and an American interceptor missile launched to destroy it. Graphs of their positions over time were used to find linear regression lines. A system of equations from the lines was solved, yielding an intersection point of (21.1454945, 472,063.2903) miles. However, since the moon is about 238,897 miles away, the American missile failed to intercept the North Korean missile before it reached the moon.
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The Lunar Missile Attack
The document describes calculations done to find the point of intersection between the trajectories of a North Korean missile and an American interceptor missile launched to destroy it. Graphs of their positions over time were used to find linear regression lines. A system of equations from the lines was solved, yielding an intersection point of (21.1454945, 472,063.2903) miles. However, since the moon is about 238,897 miles away, the American missile failed to intercept the North Korean missile before it reached the moon.
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Math Missile Project
The document summarizes a math project analyzing the trajectory of North Korean and American missiles. It finds that the missiles will collide 10.4064291 days after launch at a distance of 232,317.8288 miles from Earth, which is 6,579.1712 miles from the moon, meaning the moon will not be damaged. The project involved finding the line of best fit for each missile's daily distance traveled, graphing the lines, and algebraically solving for their intersection point.
Cia Missile Launch
The team used math skills to simulate intercepting a North Korean missile headed for the moon. They graphed the trajectories of the North Korean and American missiles to find their point of intersection, determining the missiles would collide after 10.11 days at a distance of 225,000 miles from Earth. Their math skills showed how problems in class relate to real-life scenarios like nuclear nonproliferation. Potential errors included entering wrong numbers or rounding inaccuracies affecting calculations.
Cia Missile Launch
The team used math skills to simulate intercepting a North Korean missile headed for the moon. They graphed the trajectories of the North Korean and American missiles to find their point of intersection, determining the missiles would collide after 10.11 days at a distance of 225,000 miles from Earth. Their math skills showed how problems in class relate to real-life scenarios like nuclear nonproliferation. Potential errors included entering wrong numbers or rounding inaccuracies affecting calculations.
Cia Missile Launch
The team used graphing calculators to model the trajectories of missiles launched by North Korea and the United States towards the moon. They graphed the best fit lines for each missile and found their point of intersection, determining the missiles would collide after 10.11 days at an altitude of 225,000.68 miles. This showed how the team's math skills could solve a real-world problem by intercepting the nuclear missile before it reached the moon. Possible errors included entering incorrect numbers or rounding values inaccurately during calculations.
Cia Missile Launch
The team used graphing calculators to model the trajectories of missiles launched by North Korea and the United States towards the moon. They graphed the best fit lines for each missile and found their point of intersection, determining the missiles would collide after 10.11 days at an altitude of 225,000.68 miles. This showed how the team's math skills could solve a real-world problem by intercepting the nuclear missile before it reached the moon. Possible errors included entering incorrect numbers or rounding values inaccurately during calculations.
CIA Missle Project
The document summarizes calculations done to determine the intersection point and timing of North Korean and American missiles targeting the moon. It is found that the missiles intersect at a point (10.406648,232323.55) hours into the flight, with the American missile reaching this point first and destroying the North Korean missile, saving the moon. The average speeds of the missiles are also calculated. Possible errors in the calculations are noted to be data entry mistakes or inaccuracies in the Earth-moon distance value used.
Mathkm
Korean scientists fired a missile aimed at destroying the moon, so US scientists fired an interceptor missile to save it. By graphing the missile trajectories and calculating their intersection point and speeds, the group found the missiles would intersect over 6,000 miles from the moon in about 10 days, safely below the moon, so the moon was not threatened. Possible errors include inaccuracies in the best-fit lines, slopes, and intersection point calculations from the graphs.
Mathkm
Korean scientists fired a missile aimed at destroying the moon, so US scientists fired an interceptor missile to save it. By graphing the missile trajectories and calculating their intersection point and speeds, the group found the missiles would intersect over 6,000 miles from the moon in about 10 days, safely below the moon, so the moon was not threatened. Possible errors include inaccuracies in the best-fit lines, slopes, and intersection point calculations from the graphs.
The Nuclear Missile Crisis
CIA mathematicians analyzed the trajectory of a North Korean nuclear missile and a US defensive missile launched to intercept it. They graphed the distance traveled by each missile over time and calculated the average speed. Using the line of best fit equations and substitution, they determined the missiles would intersect after 10.41 days at a distance of 232,323.55 miles from Earth, safely past the moon's average distance of 238,897 miles. Some error is possible since the missile paths are estimated and not constant.
The Nuclear Missile Crisis
CIA mathematicians analyzed the trajectory of a North Korean missile and US counter missile launched to intercept it. They graphed the distance traveled each day and calculated the line of best fit and average speed for each. Using the equations for the lines of best fit, they determined the missiles would intersect after 10.41 days at a distance of 232,323.55 miles from Earth, safely past the moon which is about 238,897 miles from Earth on average. They note errors in assuming constant speed and using center-to-center distances.
The Nuclear Missile Crisis
CIA mathematicians analyzed the trajectory of a North Korean missile and US counter missile launched in response. They graphed the distance traveled each day to determine the line of best fit and average speed for each. Using the equations for the lines of best fit, they calculated the missiles will intersect after 10.41 days at a distance of 232,323 miles from Earth. This is less than the 238,897 mile average distance to the moon, so the moon will be spared from any impact. Some margin of error exists since the lines of best fit are estimations and the missiles did not travel at a constant rate.
Intercepting Missiles 1
The document summarizes calculations done by a team to determine where two intercepting missiles launched from the US and North Korea would collide. The team used data on the missiles' distance from Earth each day to create plots and best fit lines. Using substitution, they calculated the missiles would intercept after 10 days, 9 hours and 36 minutes, 232,323 miles from Earth, safely past the moon. The team concluded the American missile would intercept the Korean missile without endangering the moon.
Intercepting Missiles 1
The document summarizes calculations done by a team to determine where two missiles launched from Earth and North Korea would intercept. The team created plots of the missiles' distance from Earth over time and calculated best fit lines. Using these lines, they determined the missiles would intercept after 10 days, 9 hours and 36 minutes at a distance of 232,323 miles from Earth, safely past the moon.
Math Project
This document summarizes the steps taken to calculate the intersection point and speed of North Korean and American missiles hypothetically launched at the moon. It shows the work done to find that the missiles would intersect at approximately 10.4 days and 232,376.7 miles from Earth. It then calculates the speeds of each missile in miles per hour and kilometers per hour. It concludes that the American missile was able to intercept and destroy the North Korean missile in time to save the moon.
Math Project
This document summarizes the steps taken to calculate the intersection point and speed of North Korean and American missiles hypothetically racing to destroy the moon. It is determined that the American missile would intercept the North Korean missile at around 10.4 days and 232,376 miles from Earth, just in time to save the moon based on its average distance from Earth of 233,818 miles. However, it is noted that errors could occur due to rounding and because the moon's distance varies in its elliptical orbit.
Math Thingy
US defense satellites detected a North Korean missile targeting the moon. The US launched a counter missile to intercept it. Data showed the increasing distances of both missiles from Earth over 8 days. Calculations using the missiles' lines of best fit predicted they would collide 230,633 miles from Earth on day 10 1/3, assuming perfect conditions. The report concludes America successfully neutralized the enemy missile and protected capitalism.
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The Lunar Missile Attack
The document describes calculations done to find the point of intersection between the trajectories of a North Korean missile and an American interceptor missile launched to destroy it. Graphs of their positions over time were used to find linear regression lines. A system of equations from the lines was solved, yielding an intersection point of (21.1454945, 472,063.2903) miles. However, since the moon is about 238,897 miles away, the American missile failed to intercept the North Korean missile before it reached the moon.
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This document summarizes Jeff Rosier's work samples, including:
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2) Renderings and plans for various school addition and renovation projects in Florida ranging from 88,000-150,000 square feet.
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Math Missile Project
The document summarizes a math project analyzing the trajectory of North Korean and American missiles. It finds that the missiles will collide 10.4064291 days after launch at a distance of 232,317.8288 miles from Earth, which is 6,579.1712 miles from the moon, meaning the moon will not be damaged. The project involved finding the line of best fit for each missile's daily distance traveled, graphing the lines, and algebraically solving for their intersection point.
Cia Missile Launch
The team used math skills to simulate intercepting a North Korean missile headed for the moon. They graphed the trajectories of the North Korean and American missiles to find their point of intersection, determining the missiles would collide after 10.11 days at a distance of 225,000 miles from Earth. Their math skills showed how problems in class relate to real-life scenarios like nuclear nonproliferation. Potential errors included entering wrong numbers or rounding inaccuracies affecting calculations.
Cia Missile Launch
The team used math skills to simulate intercepting a North Korean missile headed for the moon. They graphed the trajectories of the North Korean and American missiles to find their point of intersection, determining the missiles would collide after 10.11 days at a distance of 225,000 miles from Earth. Their math skills showed how problems in class relate to real-life scenarios like nuclear nonproliferation. Potential errors included entering wrong numbers or rounding inaccuracies affecting calculations.
Cia Missile Launch
The team used graphing calculators to model the trajectories of missiles launched by North Korea and the United States towards the moon. They graphed the best fit lines for each missile and found their point of intersection, determining the missiles would collide after 10.11 days at an altitude of 225,000.68 miles. This showed how the team's math skills could solve a real-world problem by intercepting the nuclear missile before it reached the moon. Possible errors included entering incorrect numbers or rounding values inaccurately during calculations.
Cia Missile Launch
The team used graphing calculators to model the trajectories of missiles launched by North Korea and the United States towards the moon. They graphed the best fit lines for each missile and found their point of intersection, determining the missiles would collide after 10.11 days at an altitude of 225,000.68 miles. This showed how the team's math skills could solve a real-world problem by intercepting the nuclear missile before it reached the moon. Possible errors included entering incorrect numbers or rounding values inaccurately during calculations.
CIA Missle Project
The document summarizes calculations done to determine the intersection point and timing of North Korean and American missiles targeting the moon. It is found that the missiles intersect at a point (10.406648,232323.55) hours into the flight, with the American missile reaching this point first and destroying the North Korean missile, saving the moon. The average speeds of the missiles are also calculated. Possible errors in the calculations are noted to be data entry mistakes or inaccuracies in the Earth-moon distance value used.
Mathkm
Korean scientists fired a missile aimed at destroying the moon, so US scientists fired an interceptor missile to save it. By graphing the missile trajectories and calculating their intersection point and speeds, the group found the missiles would intersect over 6,000 miles from the moon in about 10 days, safely below the moon, so the moon was not threatened. Possible errors include inaccuracies in the best-fit lines, slopes, and intersection point calculations from the graphs.
Mathkm
Korean scientists fired a missile aimed at destroying the moon, so US scientists fired an interceptor missile to save it. By graphing the missile trajectories and calculating their intersection point and speeds, the group found the missiles would intersect over 6,000 miles from the moon in about 10 days, safely below the moon, so the moon was not threatened. Possible errors include inaccuracies in the best-fit lines, slopes, and intersection point calculations from the graphs.
The Nuclear Missile Crisis
CIA mathematicians analyzed the trajectory of a North Korean nuclear missile and a US defensive missile launched to intercept it. They graphed the distance traveled by each missile over time and calculated the average speed. Using the line of best fit equations and substitution, they determined the missiles would intersect after 10.41 days at a distance of 232,323.55 miles from Earth, safely past the moon's average distance of 238,897 miles. Some error is possible since the missile paths are estimated and not constant.
The Nuclear Missile Crisis
CIA mathematicians analyzed the trajectory of a North Korean missile and US counter missile launched to intercept it. They graphed the distance traveled each day and calculated the line of best fit and average speed for each. Using the equations for the lines of best fit, they determined the missiles would intersect after 10.41 days at a distance of 232,323.55 miles from Earth, safely past the moon which is about 238,897 miles from Earth on average. They note errors in assuming constant speed and using center-to-center distances.
The Nuclear Missile Crisis
CIA mathematicians analyzed the trajectory of a North Korean missile and US counter missile launched in response. They graphed the distance traveled each day to determine the line of best fit and average speed for each. Using the equations for the lines of best fit, they calculated the missiles will intersect after 10.41 days at a distance of 232,323 miles from Earth. This is less than the 238,897 mile average distance to the moon, so the moon will be spared from any impact. Some margin of error exists since the lines of best fit are estimations and the missiles did not travel at a constant rate.
Intercepting Missiles 1
The document summarizes calculations done by a team to determine where two intercepting missiles launched from the US and North Korea would collide. The team used data on the missiles' distance from Earth each day to create plots and best fit lines. Using substitution, they calculated the missiles would intercept after 10 days, 9 hours and 36 minutes, 232,323 miles from Earth, safely past the moon. The team concluded the American missile would intercept the Korean missile without endangering the moon.
Intercepting Missiles 1
The document summarizes calculations done by a team to determine where two missiles launched from Earth and North Korea would intercept. The team created plots of the missiles' distance from Earth over time and calculated best fit lines. Using these lines, they determined the missiles would intercept after 10 days, 9 hours and 36 minutes at a distance of 232,323 miles from Earth, safely past the moon.
Math Project
This document summarizes the steps taken to calculate the intersection point and speed of North Korean and American missiles hypothetically launched at the moon. It shows the work done to find that the missiles would intersect at approximately 10.4 days and 232,376.7 miles from Earth. It then calculates the speeds of each missile in miles per hour and kilometers per hour. It concludes that the American missile was able to intercept and destroy the North Korean missile in time to save the moon.
Math Project
This document summarizes the steps taken to calculate the intersection point and speed of North Korean and American missiles hypothetically racing to destroy the moon. It is determined that the American missile would intercept the North Korean missile at around 10.4 days and 232,376 miles from Earth, just in time to save the moon based on its average distance from Earth of 233,818 miles. However, it is noted that errors could occur due to rounding and because the moon's distance varies in its elliptical orbit.
Math Thingy
US defense satellites detected a North Korean missile targeting the moon. The US launched a counter missile to intercept it. Data showed the increasing distances of both missiles from Earth over 8 days. Calculations using the missiles' lines of best fit predicted they would collide 230,633 miles from Earth on day 10 1/3, assuming perfect conditions. The report concludes America successfully neutralized the enemy missile and protected capitalism.
Missiles
The document outlines a group project where students used graphing calculators and the equation of a line to determine the intersection point and speed of missiles launched by North Korea and the United States. They found that the US missile would intercept the North Korean missile before it hit the moon, traveling at speeds of over 400 mph for North Korea and over 130 mph for the US. Potential errors in the analysis are also listed.
Systems Webquest
The document provides steps to calculate the intersection point of paths for North Korean and American missiles traveling from Earth. It includes entering missile distance data into a statistics program to generate linear equations, graphing the lines of best fit, and using an intersection tool to find where the paths cross. The intersection point is reported along with calculations of missile speeds and the distance to the moon for comparison. Potential sources of error are also discussed.
Moon Math Project
We solved equations to determine the intersection point of missiles launched by North Korea and the United States, saving the Moon from nuclear warheads. By plotting the points of each missile and finding the lines of best fit, we calculated their intersection would occur 232,323 miles from Earth on the tenth day. We confirmed this without electronics by solving the equations simultaneously. In conclusion, America saved the Moon by intercepting the North Korean missile according to data mapping the missiles' projected paths.
Math Thingy
The document summarizes the detection and neutralization of a North Korean missile targeting the moon by the United States. It provides data on the trajectory and speed of both missiles. Calculations using graphing equations estimate that the US missile will collide with the North Korean missile 10.33 days later at a distance of approximately 230,633 miles from Earth, saving the moon. The document celebrates the success and asserts that America has protected capitalism.
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