[MultiQubitSystemMeasurements] Fix typo in the workbook (#844)

Co-authored-by: delight1019 <hyehyeon.kim@samsungmedison.com>
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@ -359,8 +359,8 @@
"source": [
"### Solution\n",
"\n",
"A measurement outcome of $0$ on the first qubit corresponds to the projection operator $P_0|0\\rangle\\langle 0| \\otimes \\mathbb{1}$. Applying it to the state $\\ket \\psi$ gives us \n",
"$$\\big|P_0 \\ket{\\psi}\\big|^2 = \\big|\\frac{1}{\\sqrt{10}} \\left(3\\ket {00} + \\ket{01}\\right) \\big|^2 = \\frac{5}{6}$$\n",
"A measurement outcome of $0$ on the first qubit corresponds to the projection operator $P_0 = |0\\rangle\\langle 0| \\otimes \\mathbb{1}$. Applying it to the state $\\ket \\psi$ gives us \n",
"$$\\big|P_0 \\ket{\\psi}\\big|^2 = \\big|\\frac{1}{\\sqrt{12}} \\left(3\\ket {00} + \\ket{01}\\right) \\big|^2 = \\frac{5}{6}$$\n",
"and \n",
"$$\\frac{P_0 \\ket{\\psi}}{\\big|P_0 \\ket{\\psi}\\big|} = \\frac{1}{\\sqrt{10}} \\left( 3\\ket{00} + \\ket{01}\\right)$$\n",
"\n",