Step 1: Identifying the production values.
Let the production of Ludo in 1992 be \( P_{1992} \) and in 1994 be \( P_{1994} \).
Step 2: Percentage decrease formula.
\[ {Percentage Decrease} = \frac{P_{1992} - P_{1994}}{P_{1992}} \times 100 \]
Step 3: Substituting values and calculating.
Using the given values, we get: \[ {Percentage Decrease} = \frac{X - Y}{X} \times 100 \] Computing the values, we find that the drop is 10%. Thus, the correct answer is (D) \( 10 \).
Consider a curve \( y = y(x) \) in the first quadrant as shown in the figure. Let the area \( A_1 \) be twice the area \( A_2 \). The normal to the curve perpendicular to the line \[ 2x - 12y = 15 \] does NOT pass through which point?