When using the J and K inputs on a 74LS76 flip-flop, what is the propagation delay under test conditions of waveform 1?
A) 20 ns B) 40 ns C) 60 ns D) 15 ns
A
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____________________ is the position that animals should not be exploited
Fill in the blank(s) with correct word
Generally, ungrounded (hot) conductors can be any color except ____.
A. yellow, red, or green with yellow stripes B. red, yellow, or gray C. white, gray, or red D. white, gray, green, or, green with yellow stripe(s)
From 2010 onward, what type of electronic fuel injection is used in most EPA approved light duty diesel engines?
A. Electronic unit injectors (EUI). B. Hydraulic electronic unit injectors (HEUI). C. Subcompact nozzle injectors. D. Common Rail (CR).
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zIykpKSCgoKxGJxYWFhS0tLY2NjUVFRRUVFZWVlVVVVQ0NDYWFhVVVVV1fX2NjY+Pj42bNnL168ePv27YWFhadPn7548eLt27czMzMfiLWfP3++ZcsWNzc3WVlZBQUFLS0tBQUFZWXltWvXKisr6+joyMnJaWlpubi4EAgEFAqlp6enpaWlrq4OOxjV1dXRaLSbmxuNRqPT6W5ublQqlUajkclkEomEx+MJBIK7u7urqysej6dSqWQyGY/H29nZodFoW1tbKpWqqanp6OiYlZW1devWHTt2gF/+0aNH75G4/5NY+9d49OjRpUuXdu/evWHDhsTERA8PD0NDQ5jtRCKRFhYW4eHh1dXVg4ODp06dmpub+9jX+wlBytqfGV69enXt2rUDBw50d3cTCAQQRqARtG7dOmVlZQ0NDQcHh5iYGDabHRwcHBwcHBgYKBQKo6KiqFSqr69vcHBwZGSkn58fhUKh0+ksFsvLy8vFxcXFxcXb2zs+Pj47Ozs3N1coFJaVlQmFQuDugoKCtLS0jIwMkUhUVFRUWVlZXFycnJycmJiYm5tbW1tbW1vb19e3devW7u7u4eHhHTt23Lt3b25ubpG136P1Ynp6Ojk5GSrrNWvWgDytpKQkJycnJycHBbWSkhKoH/b29np6emg0GoFAqKmpGRoawtdWVlbAyHQ6HY/Hu7q6MhgMNpvt7u7u5ubm4+PDZDIpFArwNZVKxePxDg4OFhYWwPV6enqGhoYBAQFtbW09PT0jIyOHDh26dOnSo0eP3tfT/M9m7d/EzMzMDz/8MDw8XFJSEhsba2NjA31j6HPi8fiYmJj6+vrR0dFLly79147pS1n7M8OrV68uXbq0Z8+erq4uNzc3ICBNTU2oJVVVVeXl5fF4fFJSkq+vL51ODw4ODgsL4/F4CQkJfn5+PB4vMDCQSqVSKBRPT8/AwEBfX18KhQJjliwWi81mc7ncxMTEuLg4JpNpa2trbm6OwWCMjIz09PR0dHQMDQ3NzMwsLS3ZbHZkZGR0dHRsbGxSUlJGRkZOTo5QKMzJySktLc3NzT1+/PjCwoK8vPydO3ceP348NjZ24sSJ6enp27dvP3jwAOrxf7cyff78eVdXl6Ojo6KiIhhF5OXl5eTkVFVVFRUVgbI1NTVVVFRg/I9CoVhaWmpoaOjr64O0jUajDQwMwLJtbm4OfUgHBwcoq319fT09PXE4HPQkiUQifEEmkz09PWk0Gg6Hs7a2RiKRpqamFhYWVCq1vLy8sbGxu7t7dHT0yJEj169fh3PGu+O/kLV/E7dv34aBqYKCgqCgIFBXYLYTQhATExN7enoOHjx49erVz2j29XdDytqfGV68eDE1NbVz587Kyko7OztNTU0jIyNYkqKlpaWrq6ugoODp6ZmQkODv7w+ybFBQUFhYmEgkam5ubmpqAlNEQEBAYGBgUFAQi8Xy8PDw8/MDfg8ODqZSqZaWlkgkUkFBYd26daqqqou2OSQSCTqDkpISeJ91dXVdXFxYLFZISIhAICgsLMzMzCwsLCwsLJycnHzw4IG8vPzdu3fv3r0LD9bU1LS0tLS3t0skkrGxsYMHD05MTFy8ePHZs2f//Im/evXq+PHjpaWlSCRyzZo1IE/Ly8srKyuvW7dOXl5eXl5eSUlJXV193bp1a9eu1dHRMTU19fLysrS01NLSQqFQGAwG3COGhob6+vomJia2trZQSuPxeCcnJwcHB9CvnZyccDgcvFBgByQQCHBLw+FwLi4ucIrX0tLC4/ECgaC4uLi5uXnLli1jY2OTk5Pv6zgvZe3/Cz/99NO1a9eOHDnS29ubnJzs5+eHRqN/TuVBQUF9fX0f+zI/FKSs/Znh4cOHp0+f3r59e3NzM5lMlpOTMzQ0RCAQ4B6BTH0cDsfhcDgcDoPBYDAYERERwcHB8fHxGzdu9PPzc3R0jIiI8PX19fDw8Pb2DggIiI6O5nK5wcHBPj4+VlZWKioqCgoKwGsaGhpIJNLZ2dnLy8vPzy8oKAjMFUwm09ra2szMTE1NDebpyWRyRERESUlJbm5uRkZGamrqL1i7urq6vr6+sbFxw4YNLS0tNTU11dXVlZWV6enpiYmJ586dW+xq/ho//vhjUVGRjY2Nvr6+tra2pqammpqajo6OgoKCnJzcmjVr5OXlFRQUoO4GD4mWlpa+vj6BQLC1tYUjgrm5ORKJBN+IlZWVq6urtbU1DoejUChQRINphEQigavE29vb1dUViNvDwyM4ONjLywuPx/v4+Dg4OBgbG2toaDg6OsbFxQkEArFYvHHjxqGhof3791+5cuW9VHxS1v63sLCwMD09vWPHjvXr19PpdFVV1Q/qpv+IkLL2Z4aFhYXJycmRkZGuri4ajaaoqAgUpqqqChq3lpYWDofjcrnh4eGenp4+Pj4cDgembKhUqpmZmaura1hYWFBQEIPBCA4ODg0NjYmJYbFYjo6OxsbGMjIyCgoKKBQKeM3U1JREIkGLMisrKyUlhcPh8Pn8wsLChIQEPp/PZrNdXFz09PTs7OxsbGzAlpuUlBQREXHw4MGHDx8Ca9+7d2/Dhg1NTU1NTU2dnZ1DQ0Pr168vKyurqKjIzMwMCAgYGRm5dOnS7du3nz59+gsvyunTp+l0OjhDoExWU1MDlzr4sqHiVlVVXSRuZWVlmH708fEhk8lwJkChUJCzoa6u7ubmlpKSYmlp6erq6u3t7eHhAeK1l5eXh4cHg8Hw9PSkUqkEAoFMJjs4OMAr6erqSiaTWSwWmUxGoVCqqqoWFhYhISE8Hi8/P7+hoaG3t3fXrl3nz5//fx4d/hVIWft34/LlyygU6j91xkfK2p8ZHjx4MDk5OTQ0VF1dTSKR5OTkgLJB1FZWVlZRUWEwGHFxcWC45nA4QUFBkZGRdDpdU1OTSCQGBgZGRkYGBweDUzsoKMjGxsbU1NTe3t7Z2dnT05PH41GpVCqVGhAQQKfTORxOSUlJc3Nza2trdXX1pk2bGhoaKisr8/LyysvLy8rK8vLyoqKi2Gy2ubk5AoHw9/dPT0/ncrmHDx8GXfvu3bv379+vra1NS0vLzc3t6ekZGBioqqrKz88vKipKTk5mMpltbW0HDhwYHx+H5EKwhJ87d66oqMjBwWHNmjVKSkrAvCgUCo4UMFKkq6u76FVXUlJSUlICF6C6urq2tnZwcHBISIiKigoajTY1NQXWhigSJycnsP3RaDR/f3/wkMTExFAoFAqFwmAwaDSar68vm812cnJisVhUKtXOzs7Dw8PLy4tGo9nY2GhpaZmZmbFYLBhlqqys7OjoGB0dPXHixHvZFiZl7d+NM2fOoFCoa9eufewL+SCQsvZnBmBtiURSWlpKJBLl5OTU1dUXgzU0NDS0tLR8fX2Tk5OBr9lsdmhoKJvN1tXVNTIyCgkJycvLg5I5KSmJyWRisdikpKTo6GhwUyQmJtbX18NgZFZWVmpqqlgshgTBrVu3btu2bffu3Vu2bKmrqysqKmptbe3o6CgsLCwpKSkpKYmLi0Oj0Wg0msPhpKSkjI+PL7L2nTt3RCJRZmZmQUHBxo0bu7q6KioqsrKyhEJhWloak8kUi8USiWRkZGT//v1nz56dmJioq6vD4/GKiopg5gOOhr6rgYGBhYWFra2toaGhpaWlqakpPHEwYoNZW01NTVFRMTY2tqCgQEVFRV9f38LCwtjYGLqRenp61tbWERER4FWPi4tLSEiAiX8CgQADkFQqFbRsAoHg6ekJBkF3d3cPDw8ajUYgEPT19dFoNJ1ODw0NTUlJKS0tXZxIei/reqWs/bshZW0pPiEAa/f39wsEAldXVyiuQeQFGVpVVZVOp2dlZUFD0svLy9/fH3gtKioqOTlZIBAIBAIej+fr6wtn/NOnT1++fDk7OxuPx7NYLFBpCwsLU1NTS0pKTp48eezYsfb29uHh4cOHD7e1tfX29nZ2dm7evHnjxo1NTU3r16+vrKwsKCgoLS1NTU21tbU1MzPz9/df9JDMzs7euXNHIBBkZGSkp6eLRKKGhgaxWJyenp6ZmSkUChkMRnp6+oYNG7q7u6EM9/DwUFZWlpWVlZOTk5eXB+UHKmhIEXF1dSUQCBgMBsYUIdLIwMAAwlhgXlRFRYXNZqempqqoqCAQCCB6LBZrZmZGoVDy8vI2bNhQWVkZHx+fkZFRWloKl8fj8VgsFp1Od3d3x+Pxnp6eFArF0dHRxcUFqm8QwcG7bWxs7O7uHhAQwOPxCgsL169fPzg4eOzYsdnZ2Xf/W38s1n7+/Pnp06f37Nlz9uzZs2fPTk1N3bhx4+7du48ePfpcHBpS1pbiE8LCwsLExMTg4GBlZSVIB6qqqurq6ouigba2tre3d1JSEgymBwQEuLu7r1271tPTs6KiQiAQxMfH83i88PBwXV3dNWvWhIaG1tfX//DDDzMzM42NjSQSKSgoqKSkJCcnJzw83Nvbu6qqamJiYnh4uLa2tqenp7GxUSwWQ0cRnN2dnZ11dXX19fX9/f3r16/PzMx0dnY2MDAYHR19/PjxYjdSKBSmpqampaXl5eXV1dUVFxfz+XzwgJPJ5KioKLFYnJ+fz2QyNTU1V61atXLlShh0hEQReI4qKirgHrGysnJwcDA3NzcxMUEikfr6+kgkEolEgi0Mxta1tbVxOFxISIiLi4u9vb2RkZG1tbW1tbWXl1dJSUlpaSnYZiIjI8PCwthstpeXV0pKSn19fWlpaWRkpKenp4uLi7u7O2ggRCKRSqVGRUWFhoZ6eXm5u7tbW1tbWloSCASwS+bl5TU1NQ0MDBw8ePDmzZvvnr31UVj79u3b9fX1fn5+eDyeTqeHh4eXlJR0dnZKJJLe3t6qqqqOjo4DBw6cOXPm6tWr79Gc/n4hZW0pPiE8ePAAWLuxsdHJyUlGRgaIDLjMwMAAgUAwGIzAwMCAgIC4uLiIiAgMBqOlpZWTk5OSkhISEpKQkBAREaGvr//3v//d1tZ206ZNwLanTp169uzZ3r17gfFTUlLCw8M9PDzYbLZAIBgcHCwvLy8vL29tbYWicuPGjfA7hUJhcXFxa2vr8PDwli1bGhsbIyIidHR0Wltbnz17Bqw9NzcHOSf5+fmFhYWNjY0VFRXJyck8Hi8pKYlAIDCZTF9fXwMDg2+//fabb74Byob0PjBiKygogONQXl4eDhb29vYYDMbY2BgG1g0NDXV1dbW0tIC+wcbOZDIDAwMpFAoejwerH5PJTExMjI6OptPp9vb2RCIRHOt4PB6Hw/n4+CQlJUF4VmpqKpPJJJFIkZGRmzZtYrPZ0J+EyUkKhYLFYs3NzcFgExkZmZOTU1dX19vbC/so3j1S6g9m7du3b69fv97f3x+Hw+FwOFh5Y2JiQqVSs7OzKyoqwsLC0Gg03Ki8vLyYTGZ+fn5PT49EIjl+/PjU1NStW7cePnz4vuzq7wIpa0vxCWF+fv7EiRN9fX35+fl4PF5WVlZVVRU8FQYGBkgkUl1dnUaj8Xg8f39/LpcbFhamoqJCoVDS0tI4HE5ubm5+fr63t/eKFSuWL1/u6uqanJwsFotra2tramrOnDnz6tWr+fn57u5uDocTGBgIYVK+vr7Z2dknT57ctWuXSCSqqKgoLi7Oz8+vrKwsLy8vKSlJS0urqKgYGRk5ceJEVVVVbm4uk8ns7e1drLVnZmZAws7LyyssLKytra2srExJSYmOjk5ISMDj8SoqKt9+++0XX3yxdOnSb7/9dsWKFXJyctBghAFIJSUlIHEVFRVtbW0zMzMnJyczMzMQqUE20dHRgZAQBAKBQCD09PSgIoboWktLSx8fn/Lych8fHzc3Nzwe7+HhgcPhPD09g4KCyGQyOPxYLBafzy8qKgJ938/Pj0qlstlsCCqxtrY2MjKKjo6Gm1B8fHxkZGRMTExiYqJQKKysrGxvbx8dHT158uSDBw/e8W/9h7E2zEBRKJQ1a9Z899132traEAOAQqHAtOPg4EAikaytrU1NTeFeZWBgAAcaDAZjYmIC1pro6OiiojUdDpsAACAASURBVKKCgoL29vY9e/ZcuHABdJU/fiuelLWl+IQwPz8/MTExMDBQU1Pj5uYG3UhVVVWotUH8JRAIIpGIy+Wmp6czGAw5Obnw8HAejwcfKoFAgMViv/vuO6BFGE4hEAh8Pr+pqWlycvLJkycvX748evQon8/ncDhCoZDL5SYlJfX29l6/fh3q0MLCQh6PByVYW1tbRUVFQUFBTU3N0NBQQUFBUVFRQkLC2NjYovNvZmYGYmBzc3Pz8vLKysoKCgoyMjIiIiIiIyOdnZ2/+uqrP//5z19++eXSpUuXLVu2cuVK4Gg5OTlZWVmQSuTk5BQVFZWVlfX09MzMzAgEgrW1ta6uroGBgY6OjqamJgQSwfSmpqYmpNcC70DeE5/Pz8zMtLOzI5PJkA/l7+/v4+MDthBXV1cSieTr6+vr6wt3uKamJrjJMZlMFotla2tLoVAgH6OtrW1gYGDbtm3Qod2zZ8+ePXvGxsZ2794N0Vrz8/PvKJL8Aaz99OnToaEhDodjamq6du1aBQWFVatWKSsr43A4iAHAYDBYLNbCwsLa2hqLxVpbW9vZ2Tk4OFhaWhobG8NmCchBtLCwMDU1NTc319PTMzY2trOz8/HxiYuLq6io6Ozs7O7u3rlz54ULF27evPnw4cMPvSFIytpSfEJYrLXLysqIRKKioqKGhgaYl3V0dHR1ddXV1SkUCoywZ2ZmWllZqaqqxsbGxsXFQbS/r6+vvLy8jIwM7C379ttvV65caW5uzmazm5ubx8fHp6amYHv3jRs3ioqKIiMjs7Ozo6KiBAIBHISbmprS09Ozs7OLi4vT09NB8cjOzo6NjW1ra2tvb8/KyuJyufv27Vtk7bt37+bn5+fl5RUUFABrQ8hJWFhYYGAgFov9y1/+8uWXX3755Zd/+ctf/v73v69cuRJUETDzrVu3DlJW4GChra1tbm4OTmoYU4StNEAiOjo6sBQCyBp8I2g0GofDpaene3p6E