3 mph from south
8 mph
8 mph from west
9 mph
9 mph from west
Mathematics, 06.11.2019 07:31 mismhan01
3mph
3 mph from south
8 mph
8 mph from west
9 mph
9 mph from west
3 mph
3 mph from southwest
3 mph
3 mph from southwest
2 mph
2 mph from southwest
2 mph
2 mph from southwest
2 mph
2 mph from southwest
3 mph
3 mph from south
3 mph
3 mph from west
4 mph
4 mph from northwest
2 mph
2 mph from north
2 mph
2 mph from northwest
1 mph
1 mph from north
2 mph
2 mph from north
1 mph
1 mph from northwest
3 mph
3 mph from northwest
4 mph
4 mph from west
4 mph
4 mph from west
3 mph
3 mph from west
3 mph
3 mph from southeast
2 mph
2 mph from southeast
2 mph
2 mph from south
4 mph
4 mph from south
6 mph
6 mph from southwest
7 mph
7 mph from west
9 mph
9 mph from west
6 mph
6 mph from west
6 mph
6 mph from northwest
5 mph
5 mph from northwest
4 mph
4 mph from northwest
4 mph
4 mph from northwest
6 mph
6 mph from northwest
6 mph
6 mph from northwest
7 mph
7 mph from northwest
4 mph
4 mph from northwest
3 mph
3 mph from north
3 mph
3 mph from northeast
4 mph
4 mph from north
4 mph
4 mph from north
5 mph
5 mph from north
5 mph
5 mph from northwest
5 mph
5 mph from north
3 mph
3 mph from north
3 mph
3 mph from north
3 mph
3 mph from north
3 mph
3 mph from north
4 mph
4 mph from northwest
5 mph
5 mph from northwest
6 mph
6 mph from west
6 mph
6 mph from west
4 mph
4 mph from northwest
4 mph
4 mph from northwest
4 mph
4 mph from northwest
6 mph
6 mph from west
6 mph
6 mph from west
10 mph
10 mph from northwest
11 mph
11 mph from west
11 mph
11 mph from northwest
7 mph
7 mph from west
6 mph
6 mph from northwest
6 mph
6 mph from northwest
5 mph
5 mph from northwest
5 mph
5 mph from west
7 mph
7 mph from west
7 mph
7 mph from west
7 mph
7 mph from west
4 mph
4 mph from west
3 mph
3 mph from northwest
3 mph
3 mph from west
3 mph
3 mph from southwest
4 mph
4 mph from southwest
6 mph
6 mph from west
7 mph
7 mph from west
6 mph
6 mph from west
4 mph
4 mph from west
3 mph
3 mph from northwest
3 mph
3 mph from southwest
3 mph
3 mph from south
4 mph
4 mph from southwest
6 mph
6 mph from southwest
6 mph
6 mph from southwest
6 mph
6 mph from west
4 mph
4 mph from southwest
4 mph
4 mph from southeast
4 mph
4 mph from southeast
5 mph
5 mph from southeast
5 mph
5 mph from south
7 mph
7 mph from south
8 mph
8 mph from southwest
8 mph
8 mph from southwest
5 mph
5 mph from southwest
5 mph
5 mph from south
5 mph
5 mph from south
6 mph
6 mph from south
6 mph
6 mph from south
9 mph
9 mph from southwest
9 mph
9 mph from southwest
9 mph
9 mph from southwest
6 mph
6 mph from southwest
5 mph
5 mph from south
5 mph
5 mph from south
5 mph
5 mph from south
5 mph
5 mph from south
6 mph
6 mph from south
7 mph
7 mph from southwest
7 mph
7 mph from southwest
5 mph
5 mph from southwest
how many miles in each direction in all?
Answers: 1
Another question on Mathematics
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1- is the product of two rational numbers irrational or rational? first, make a hypothesis by multiplying two rational numbers. then, use variables such as x=a/b and y=c/d and the closure property of integers to prove your hypothesis. 2- what do you think the product of a nonzero rational number and an irrational number is? is it rational or irrational? make use of variables, the closure property of integers, and possibly a proof by contradiction to prove your hypothesis. 3- why do we have to specify that the rational number must be nonzero when we determine what the product of a nonzero rational number and an irrational number is? if the rational number were 0, would it give us the same result we found in part b?
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Answers: 1
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3mph
3 mph from south
8 mph
8 mph from west
9 mph
9 mph from west
3 mph from south
8 mph
8 mph from west
9 mph
9 mph from west
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