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What is x?

what is y?
what is z?
(if you have ever seen this problem before, it might not be 2x+16° and 3x-5°, it’s for a test and i tried to memorize the problem, i don’t remember it, all i know is where the 16° and the -5° is was that it equaled 11°, those two numbers might now be right, but one was positive and one was negative)

What is x? what is y? what is z? (if you have ever seen this problem before, it might-example-1
User Batters
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1 Answer

1 vote

Final answer:

Without specific context or clear equations, it is challenging to provide definitive values for the variables x, y, and z. More information is needed to solve the problem accurately.

Step-by-step explanation:

Understanding the variables x, y, and z in mathematical problems often involves identifying equations or systems of equations in which they occur.

From the information provided, it seems like we have a mix of individual equations and values for x, y, and z, along with some information about vector addition and coordinate system projection. However, without a specific context or a clear system of equations, it's challenging to provide specific values for x, y, and z. A step in solving such problems is usually setting up equations based on given information like angles in a geometry problem or vector components in a physics problem.

The information seems disjointed, and unfortunately, the question lacks the clarity needed for a precise solution. If you could provide more information on the equations or relationships between x, y, and z, or the context of the problem, a more definitive answer could be given.

User Collette
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7.9k points