Reference frame $S^{\text{'}}$ moves at speed $v=0\mathrm{.}89c$ in the $+x$ direction with respect to reference frame S $.$ The origins of S and $S^{\text{'}}$ overlap at $t=t^{\text{'}}=0.$ An object is stationary in $S^{\text{'}}$ at position $x^{\text{'}}=150m.$

Part A

What is the position of the object in S when the clock in S reads $1\mathrm{.}4s$ according to the Galilean transformation equations?

Express your answer with the appropriate units.

$x=$

$$

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Part B

What is the position of the object in S when the clock in S reads $1\mathrm{.}4s$ according to the Lorentz transformation equations?

Express your answer with the appropriate units.

$$

$$

$?$

$x=$

$$

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