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$\backslash$table$[[$Attempt#$,$Time,Raw Score,Used Assistances,Final Score$],[$Attempt $1,$Thu, Dec $5,2024,11$:$27$:$50$ AM $($America$/$Detroit $-05$:$00),10\%,,10\%],[$Attempt $2,$Thu, Dec $5,2024,11$:$30$:$06$ AM $($America$/$Detroit $-05$:$00),10\%,*,10\%],[$Attempt $3,$Thu, Dec $5,2024,1$:$54$:$09$ PM $($America$/$Detroit $-05$:$00),10\%,,10\%],[$Attempt $4,$Thu, Dec $5,2024,1$:$54$:$42$ PM $($America$/$Detroit $-05$:$00),10\%,,10\%]]$

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One long wire lies along an $x$ axis and carries a current of $57$ A in the positive $x$ direction. A second long wire is perpendicular to the $xy$ plane, passes through the point $(0,4\mathrm{.}8m,0),$ and carries a current of $56$ A in the positive $z$ direction. What is the magnitude of the resulting magnetic field at the point $(0,0\mathrm{.}70m,0)?$

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