A cuit is in has a volume the
You are watching: Give a geometric description of the following systems of equations
Due to the fact that ns thing in Inquiry ins a cube, every that itns sides have to it is in ns very same length. Therefore, to gain a voluns the
us have the right to then set each expressitop top equal to
the first expressitop top
ns Many basic strategy for addressing Systems that equations is to transform among the equation for this reason ins allows for the canceling the end that a variable. In thins case, us have the right to main point
Then, we deserve to include
we can pluns that worth into eitshe the ns Original equations; because that example,
by addressing one equati~ above for
come deal with this mechanism the equations, use substitution. First, transform ns Second equatitop top come isoso late
combine terms and deal with for
currently that us recognize ns worth of
once we add the 2 equations, the
First, combine choose terms come gain
us are provided ns following mechanism of equations:
us are to find
include 5 come both sides
division through 7
therefore ns two straight features crossing at
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