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Suppose that a certain computer with paged virtual memory has $4 KB$ pages, a $32-bit$ byte addressable virtual address space, and a $30-bit$ byte-addressable physical address space.

The system manages an inverted page table, where each entry includes the page number plus $12$ overhead bits (such as flags and identifiers). Then the size of the basic inverted page table, including page numbers and overhead bits is ________ $bytes$.
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Concept of Inverted Page table is the opposite opposite of normal page table. as it stores one entry for each adress of physical memory(in case of Normal paging it is doen for Virtual Memory)

Lets say what happens for a Normal PT

# of entries=VAS/Page Size

but in case of inverted instead of virtual adress, Physical adress is taken in consideration so here

# of PT entry=PAS/PS=230/212=218

and in normal PT, Page table entry size is=(bit in PAS- Bit in page size)

But in Inverted,just the opposite,so PTE=(bit in VAS-Bit in Page size=(32-12)=20 bits

total pte=20 bit+12 overhead bit=32 bit=4byte

so PT size =# of entry*PTE

=218*4 byte

=220 byte

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