The value of trade between Canada, the United States, and Mexico in 19933 exists roughly $ 290 billion.
<h3>What was the relationship between Canada, United States, and Mexico?</h3>
U.S. trade with Canada, our number one trading partner for decades, raised (in current U.S. dollars) from $243 billion to $406 billion in 2000, an average annual rate of 8.9 percent. Trade with Mexico increased by 16 percent per year, from around $100 billion in 1994 to $248 billion in 2000.
The largest free trade area in the world was established by Canada, the United States, and Mexico, resulting in economic progress and a rise in the level of life for the citizens of all three members.
Canada's close economic links with the US and Mexico will be strengthened under the Canada-United States-Mexico Agreement (CUSMA).
The value of trade between Canada, the United States, and Mexico in 19933 exists roughly $ 290 billion.
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Answer:
$2.50 more.
Step-by-step explanation:
Answer:
Step-by-step explanation:
<u>Use Pythagorean</u>
- x² = 36² + 18²
- x² = 1620
- x = √1620
- x = 40.25 m
We are to identify the three integers (let x, y and z be the three integers) given the conditions stated in the problem such as:
the sum of the three numbers is 92 => x+y+z = 92
the second number is three times the first number => y = 3x
the third number is ten less than twice the first number => 2x - 10 =z
Solving the equation, we have it:
x + y + z = 92
x + (3x) + (2x-10) =92
6x -10 = 92
6x = 92 +10
6x = 102
x = 17
solving for y:
y = 3x
y = 3*17
y = 51
solving for z, we have:
z = 2x -10
z = 2*17 - 10
z = 34 - 10
z = 24
The answers are:
x = 17
y = 51
z = 24
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