Consider the given figure and choose the correct option:
The provided diagram illustrates a standard energy profile diagram for a chemical reaction, depicting the energy levels of reactants, products, and the activated complex (transition state). Two energy distinctions are identified:
• E1: Represents the energy differential between the product and the activated complex.
• E2: Represents the energy differential between the reactant and the product.
1. Forward Activation Energy
The forward activation energy quantifies the energy required for the conversion of reactants into the activated complex. This is equivalent to the total vertical energy difference from the reactant energy level to the peak of the curve.
Reactant → Product = E2
Product → Activated complex = E1
Consequently, forward activation energy = E1 + E2
2. Backward Activation Energy
The backward activation energy is the energy demand for the reverse reaction (product → activated complex). This value corresponds directly to the energy gap between the product and the activated complex:
Backward activation energy = E1
3. Stability Comparison: Reactant vs. Product
Stability is inversely proportional to energy: a species with lower energy exhibits greater stability.
According to the diagram, the product resides at a higher energy level compared to the reactant. This indicates that the product is less stable, while the reactant is more stable.
Summary of Findings
• Forward activation energy = E1 + E2
• The product demonstrates less stability relative to the reactant
These conclusions align precisely with the assertions in Option 3.
Identified Correct Answer: Option 3

Consider the following graph between Rate Constant (K) and \( \frac{1}{T} \): Based on the graph, determine the correct order of activation energies \( E_{a1}, E_{a2}, \) and \( E_{a3} \).

For reaction \(A \rightarrow P\), rate constant \(k = 1.5 \times 10^3\ s^{-1}\) at \(27^\circ C\). If activation energy for the above reaction is \(60\ kJ\ mol^{-1}\), then the temperature (in \(^{\circ}C\)) at which rate constant \(k = 4.5 \times 10^3\ s^{-1}\) is ______. (Nearest integer) \[ \text{Given: } \log 2 = 0.30,\ \log 3 = 0.48,\ R = 8.3\ J\ K^{-1}\ mol^{-1},\ \ln 10 = 2.3 \]