Answer:
To find out how many panels Plant B produced, we need to use the information given in the question.
Plant A produced 6000 panels, and 5% of those panels were defective. So, the number of defective panels produced by Plant A is 5% of 6000, which is (5/100) * 6000 = 300 panels.
The overall percentage of defective panels from both plants is 2%. Since we know that 300 panels were defective from Plant A, we can subtract that from the total number of defective panels to find out how many were produced by Plant B.
Let's represent the number of panels produced by Plant B as "x".
The total number of defective panels from both plants is 2% of the total number of panels. So, (2/100) * (6000 + x) = 300.
Now, we can solve this equation to find the value of "x", which represents the number of panels produced by Plant B.
(2/100) * (6000 + x) = 300
Simplifying the equation, we get:
(2/100) * 6000 + (2/100) * x = 300
120 + (2/100) * x = 300
(2/100) * x = 300 - 120
(2/100) * x = 180
To find the value of "x", we can divide both sides of the equation by (2/100):
x = (180) / (2/100)
x = 180 * (100/2)
x = 180 * 50
x = 9000
Therefore, Plant B produced 9000 panels.
Explanation: