Here is a table that summarizes the hit rate for $3$ levels of caches. Please complete the table

$\backslash$table$[[$Hit Rate,Miss Rate,$\backslash$table$[[$Access$],[$Time$]],$Notes:$],[$L$1$ cache $92\%,2$ ns$,,],[$L$2$ Cache,$5\%,\backslash$table$[[5$ times as long as L$1],[$cache$]],],[$L$3$ Cache $98\%,\backslash$table$[[8$ times as long as L$2],[$cache$]],,]]$

What is the effective access time $($E$.$A$.$T$)?$

Hint:

Hit rate $+$ miss rate $=100\%$

You do not access L$2$ cache unless it is a L$1$ cache miss

Main memory access time is $800$ ns$,$ but the $\%$ of accessing main memory is small so it makes it negligible.