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4 votes
Answer for these asap

Answer for these asap-example-1
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User MEMark
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8.7k points

1 Answer

5 votes

The solution for x in the equation v = -1xu is x = -v / u. This means that x depends on the values of both v and u.

Isolate x in the first equation: Divide both sides by -u:

x = -v/u

Substitute this expression for x in the second equation:

w =
-(-v/u)^2u^2

Simplify the equation:

w =
-v^2/u^3

Therefore, x is solved for in terms of u, v, and w as:

x = -v/u

Note: This solution assumes that u is not equal to zero, as dividing by zero is undefined.

answered
User Darrend
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