Find the distance between the planes given below.

$3x-3y+5z-54=0$

$12x-12y+20z-48=0$

a$.\frac{-42}{\sqrt[\phantom{2}]{43}}$

b$.\frac{42}{\sqrt[\phantom{2}]{43}}$

c$.\frac{47}{\sqrt[\phantom{2}]{43}}$

d$.\frac{-84}{\sqrt[\phantom{2}]{43}}$

e$.\frac{84}{\sqrt[\phantom{2}]{43}}$

$14.$ Find the distance between the point

$z=-3t(1,1)$ and the line given by the set of parametric equations $x=1-t,y=3+t,$

a$.\frac{7\sqrt[\phantom{2}]{22}}{11}$

b$.6$

c$.\frac{\sqrt[\phantom{2}]{330}}{11}$

d$.12$

e$.{?}^1$

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