Jawaban singkat:
1. 01110100 (biner) = 116 (desimal)
2. 01110101 (biner) = 117 (desimal)
3. 01100111 (biner) = 103 (desimal)
4. 0110001 (biner) = 49 (desimal)
5. 01110011 (biner) = 115 (desimal)
Penjelasan tambahan:
Perhitungan konversi biner (basis 2) ke desimal (basis 10):
1. 01110100 = 0x2⁷+1x2⁶+1x2⁵+1x2⁴+0x2³+1x2²+0x2¹+0x2⁰ = 0+64+32+16+0+4+0+0 = 116
Jadi 01110100 (biner) = 116 (desimal)
2. 01110101 = 0x2⁷+1x2⁶+1x2⁵+1x2⁴+0x2³+1x2²+0x2¹+1x2⁰ = 0+64+32+16+0+4+0+1 = 117
Jadi 01110101 (biner) = 117 (desimal)
3. 01100111 = 0x2⁷+1x2⁶+1x2⁵+0x2⁴+0x2³+1x2²+1x2¹+1x2⁰ = 0+64+32+0+0+4+2+1 = 103
Jadi 01100111 (biner) = 103 (desimal)
4. 0110001=0x2⁶+1x2⁵+1x2⁴+0x2³+0x2²+0x2¹+1x2⁰=0+32+16+0+0+0+1=49
Jadi 0110001 (biner) = 49 (desimal)
5. 01110011 = 0x2⁷+1x2⁶+1x2⁵+1x2⁴+0x2³+0x2²+1x2¹+1x2⁰ = 0+64+32+16+0+0+2+1 = 115
Jadi 01110011 (biner) = 115 (desimal)
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