$3.$ Using Hamming Error Correction Code $($ECC$),$ determine if the binary value $001100001101$ is corrupted when using even parity. If so$,$ which bit is corrupted? Assume $8$ bits at start. $4.$ Using Hamming Error Correction Code $($ECC$),$ determine if the binary value $001011111101$ is corrupted when using even parity. If so$,$ which bit is corrupted? Assume $8$ bits at start. $5.$ Using Hamming Error Correction Code $($ECC$),$ determine if the binary value $11110011$ is corrupted when using even parity. Has an error occurred? If so$,$ which type, Single correction or Single correction with Double Detection? Can we determine which bit is corrupted? Determine the corrupted bit or explain why not. $6.$ Using Hamming Error Correction Code $($ECC$),$ determine if the binary value $01111010$ is corrupted when using even parity. Has an error occurred? If so$,$ which type, Single correction or Single correction with Double Detection? Can we determine which bit is corrupted? Determine the corrupted bit or explain why not. $7.$Using Hamming Error Correction Code $($ECC$),$ determine if the binary value $00001110$ is corrupted when using even parity. Has an error occurred? If so$,$ which type, Single correction or Single correction with Double Detection? Can we determine which bit is corrupted? Determine the corrupted bit or explain why not.