× Didn't find what you were looking for? Ask a question
Top Posters
Since Sunday
7
n
3
j
3
o
2
x
2
c
2
2
p
2
n
2
3
2
C
2
z
2
New Topic  
guccigangcuggu guccigangcuggu
wrote...
Posts: 548
Rep: 0 0
6 years ago



[Ques. 2] auGEwmoH6XVz6VLlwCgW7du0vSTk5 NjaWmpq6srWZ6ugUPTgcjQDy1AaWt rSzelXrlyhYYYaWtrb9iwoWFubGoU oH5kMGTIEABo1arV69eva9jVq1evO 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



[Ques. 3] F0kEAjatWtXjaQ7zBKCu7v7mjVruF 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



[Ques. 4] /bkyZPNzMxABHNzc3NzcyMjI+YIm83u2rXrjh07FJs0AVF6UD+oHwSRRXp6+sGDB3/88UcPDw9ra2tTU1MzMzNzc/OuXbsOGzZsy5Ytqamp9T1GpFGC+kH9IIi8FBQUZGVlZWVl8Xi8+h4L0uhB/aB+EARB6gHUD+oHQRCkHkD9oH4QBEHqAdQP6gdBEKQeQP2gfhAEQeoB1A/qB2lMCIXCyMjIxYsX+33J3Llzjx49Stvw+fzdu3cPGTLEzc2tW7du/v7+N2/erLS3hw8fyq6EvXfvXslzzZs379ChQ4SQs2fPLlu27NOnTzJ6SE5O9vPzc3d3d3NzGz9+/LFjx6QVPy0uLuZyuf/++6/owZiYmHnz5tHzLl68ODg4eMGCBX5+fr/++uvixYuzs7NlnBpp4KB+UD9IY6KsrMzFxUVDQ8NNgpCQEEIIn88fPXo0i8Xy8vIKDAycOnUqh8NhsViS+aeFQqGdnd3MmTNlnK5jx44sFkvyXEuWLCGETJkyBQDevXtX6WM/fvw4efJkAOjYsePs2bMXLVrk4+MDAO7u7s+fP5dsT2t+N2vWrKCggDm4atUq5qSmpqYA4OTkRG96eHjIdifSwFF1/axbt06xo0GQWqWsrKxTp04+Pj7SGsTExAAAcyVECCkuLvb09NTU1ExLSyOEVFRUvHnz5s6dO3PmzAGAxYsXyzids7Nzly5dpN07Y8YMNptdaW7s8vLySn/hJSYm6ujotG/fXkxaJSUltra2+vr6ABAZGVnp6YKDgw0MDETlhDRqxo0bp6L6+fHHHwFg586dih0NgtQq9OrHy8tLWoNp06Y1a9ZMrGb29evXzc3Nz58/Twjh8/l9+vRhUub89ttvMk7XsWNHNzc3affK0E9ycjIATJgwQfKugwcPAsDKlStFD1Jr7tixo0mTJr17966oqJB8YGBgoL6+/suXL2UMGGlEzJgxAwC2bNlS3wOpPtXUD5fLXbFihbR5AwRpmHz16mfBggVqamrR0dFixzMyMkpKSggh5eXl169fT0hIOHnyJAAEBATIOF21r378/f0B4OrVq5J3FRcXt2jRol27dqIHBw0axOFwysvLx4wZw2KxHj58KPlA1I+SQXOlP3v2rL4HUn2qqZ+PHz/m5uYqdigIUtt8VT+HDh2iNbPPnDkje2nkw4cPALBw4UIZbaqtn1GjRunq6mZkZEjeVVFR4eHhYWJi8vHjR3qEz+fb2trSS7qwsDAAiImJkXwg6kf54PF4YlfqjYtq6gdBGiNlZWU9e/Y0NDQUiwVg5rLKyspmzpxJi5ay2ez27duPHDny+PHjkvFpBQUFX9VP9+7d9fT0xM4VGhpK75WhHwcHh5YtW759+7bSbmlwxO3bt+nN+Ph4ADhw4AAh5ObNmwAwbtw4yUehfpCGBuoHUSHKysrc3d2bN2/u7+/v7+/PRF0fO3ZMtNmLFy9OnTo1ffr0Dh060DWeYcOGiXlCHv107drV3Nx84cKFolHXUVFR9F4Z+uFwOK1atZJTP+PGjTM3N2fqNQwfPlxLS0tSM6gfpKGB+kFUiK9OvkmSmppKg9y2bt0qelwe/VR78m3QoEF6enryTL6lp6cbGhpqa2t36dKFXl01bdq00rAg1A/S0ED9ICqE7Mi3Z8+eeXp6Hjx4UOz4x48fmzVrNmrUKNGD8uin2pFvO3fulBZT+/jxYw0NjeHDh9Obq1evBoBp06bRayx/f//AwEBzc3NnZ2dmcYiC+kEaGqgfRIWQrZ/i4mJjY2PJ65WcnBwzM7NffvlF9KCi9FPp0nFubq61tXXLli0lA3yGDRsGAImJifTpdOzYUSwKjhCyaNEiAGBm5yioH6ShgfpBVIiysrL27dv36tVLWoMNGzYAwJgxY65cuZKbm/vq1atLly5169ZNV1f3wYMHoi2pfvz8/GScztHR0dnZWdq9dGPpyZMn40SIj48vLS0lhFy6dElLS8vW1jY6OvrVq1e5ubkpKSn9+vUT3fRDgw7Wrl0r1nNKSgoAiGVkWLhwoaamZnp6uowBI0hdgvpBVIiysrK+ffuOHDlSWgOhULh27VpLS0s2m21sbGxoaKinp9e5c2d6tSHKmzdvLC0tly9fLuN0ffr06devn7R7g4KCLCwsDL/E2NiYyalz9+5dHx8fExMTAwMDExMTPT09JycnZk9SRUXF/PnzmzdvTtMxiD3Nrl27urm5ic7srVq1yt7ePjMzU8aAEaQuQf0gKkRFRUV+fv7r169lNyssLLx9+3ZcXFxCQsKLFy8qbVNeXp6VlSV753V+fn5+fr60e9++fZuRkZEtgUAgEG2WmZmZkJAQFxcntpm0oqKCx+Pl5ORU2nlxcfHLly9F48XfvXvH4/GYADkEqXdQPwiCIEg9gPpBEARB6gHUD4IgCFIPoH4QBEGQegD1gyAIgtQDqB8EqYSSkpLY2NglS5bMmTNny5Ytd+/epcfLy8tv3LiRnJws1j4lJeWff/4RLbRDq1///fffhJBXr15dvnz506dPHz58EN3iw+VyL168yNx89OiRaJ/37t2LiIiYPXv2ihUrxM6YnZ3N5XIl4+6Kioq4XK60cDgEaVCgfhBEnMzMTHd3dwBwdHR0c3OzsLAAgIkTJ/L5/PLycl9fX7GcAn///TcAsFis7Oxs5iDdE0pzJdBK2C9fvszIyKD7e4yMjPT09OijmA1GzCbWnJyc8ePHA0DTpk3d3NycnJxYLFb37t3v3LlDG2zevBkAJC148eJFANi9e3ftvkAIoghQPwgizvDhw5s0acJ8uRcWFoaGhjL5Bfbt2ydWZTI8PFxDQwMA/vzzT+bgypUrAYDL5RJCVqxYoaWl9eTJk/Lycrq5h8fj3b59m+ZNyM3NzQov1XwAAAQ2SURBVM7OzsjIoCmu371716tXLwDYtm3bmzdvaG8XLlzQ19e3s7Oj1bK3b99eaT06LpcLAPv27au9FwdBFAXqB0G+IDMzU1dXd+nSpWLHHR0d27RpQwjJyspis9nTpk1j7urZs6e3t7eLi4toPgUPDw8jIyM6D0b18/jxY9EOadqesLAwsRNt3boVADZs2CB2PC4uDgBWrVpFUD+IUoD6QZAvSEtL09TUHDFihNjxR48eXb58mRAiEAhcXV3t7OxoeoLc3Fx1dfX169eHhoZaW1vTPNM8Hs/AwODbb7+lj61UPzweDwBCQkLETtSuXbsWLVrQzG+iCASCxMREmnqO6oeZi2O4fv066gdpLKB+EOQLhEIhzSrt4eGxYcOGq1ev5uXlibWZO3cuAFCdHD9+HADu3btHr05u3rxJCLl27RoABAcH0/by6yczM1NLS2vo0KGyB7ljxw56hRT3JbT+wv79+2v2GiBIXYD6QRBxsrKypkyZYmVlRUudmpqa9ujRQ/Q7/dixYwBAa6ROnjzZ1ta2rKzsw4cPJiYmVCcbNmxgs9nM5Jj8+qHJqsVqC0mye/duANDT0zMyMmLSlRoZGenq6gKAZMkiBGmAoH4QpBIePHiwceNGHx8fDodDJeTq6vr06VN6761btwBg06ZNhJBvv/2WmWSzt7cfO3YsIeSXX34xNDRkiuvIr5+rV6/Kox9aj27MmDGilbwXLlw4cuRIvPpBGguoHwSRRXFx8fXr14OCgthsdseOHWkO6dLSUgsLi1GjRhUXFxsaGoaHh9PGM2bMsLKy4vP5nTp1cnV1ZXJXy6+foqIiAwODIUOGVDqYvLy8rKwsgms/iFKA+kGQLzh16lR4ePiHDx/EjoeFhQHAP//8Q29OnjyZw+EcOXKEzWbTvaWEkPPnz7PZ7LNnz1pYWPz666/MYxUSevD69eu2bdvSbunaD0a+IY0a1A+CfMHy5cuZCAJRIiIiRPUTGRlpaGjYs2dPDofDqCIvL4/D4XTr1o3FYsXHxzOPrZJ+6IYhSYXQgcXExBAMvEaUAtQPgnzBixcvTExMOnfuzJhGKBSmpKQ0bdrUw8ODz+fTg+np6VpaWgAwffp00Yf36dMHAKytren+UEqV9MPj8RwcHNhs9tGjR2l1uLKysi1bttDFHjoA1A+iBKB+EEScmJiYJk2aMEl37O3tac4bJvSAECIUCp2cnACAq



[Ques. 5] X5NoelwBg4cKHqQJt0RK1eanZ0NAI sXL5YcQFpa2qBBgwDA3t7ezc2tdev WGhoaU6dOZeSHSXcQJQD1gyCVkJWV df78eZpydNOmTYmJiaLpRCn37t3jc rl0nylDQUEBl8sVK9FNU46KLefw+Xwul5uenl7pACoqKpKTk8PCwubMmbN169b79++L3ospRxElAPWDIAiC1AOoHwRBEKQeQP0gCIIg9cD/BywmUSPmyEIfAAAAAElFTkSuQmCCAA== alt= />
  In the figure above
Read 24 times
1 Reply

Related Topics

Replies
wrote...
6 years ago
1)  

2)  

3)  

4)  

5)   the purpose of the M1 normally closed contacts shown in the control circuit is to _____.
 
  a. provide memory for the Start switch
  b. prevent the drain pump from operating when the fill pump is operating
  c. prevent the fill pump from operating when the drain pump is operating
  d. provide memory for the float switch"
New Topic      
Explore
Post your homework questions and get free online help from our incredible volunteers
  973 People Browsing
Related Images
  
 189
  
 289
  
 173
Your Opinion
Who will win the 2024 president election?
Votes: 6
Closes: November 4