Was the air sucking through a loose hose? On my 2000 two-door I simply out the hose back on and move the hose clamp to a point where it would grip better. My alternative repair is to replace the hose clamp if the hose continues to slip off even after adjusting the stock hose clamp. Correction on the last answer. The air would not be sucked through the loose hose - it's actually sucked through the hose connector on the engine component (fuel injector system) after the hose slips off. The advice on the hose clamp is still good advice if this is the type of problem you are having - a loose hose that normally connects to the injector system.
Are you sure you are changing injector #7? Should be the injector closest to the firewall on the drivers side. If you are changing the correct injector, and the code remains, the problem is with the wiring from the injector to the pcm (computer) or the computer itself. You can check for correct battery voltage at the injector with a volt/ohm meter (how does the connector look at the injector?). This year of Durango/Dakota had trouble with computers too, although I have not heard of specific injector trouble being caused by the computer. Most likely a wiring problem. It may even be the TPS
Girlfriends - 2000 Toe Sucking 1-1 was released on: USA: 11 September 2000
it means you can appear the obd code problem, and the obd2 scanner can help you solve this problem.
where is the #5 injector? how long does it take to fix
There is no such part.
On a 2000 model the fuel system is self priming. But it you have change the injectors it can be a problem. On the exhaust side of the valve cover loosen any two injector lines (most easy to get to lines). Crank engine over and when it starts to fire tighten the lines back up.
I'm in big problems. Plz solve my problem
No.
How do change Fuel injectors on GS300 2000
It has a multi-point fuel injection system with one injector on each cylinder.
There is one issue for this fault. The manifold runner control actuator needs replaced and this will solve the problem.
There are 2000 lbs per ton (T), so using this information we can solve your problem: 13,000 tones x 2000 lbs/ton = 26,000,000 lbs.