Chapter 2, Problem 2.38P

Interpretation Introduction

(a)

Interpretation:

The plot of ln y versus x on rectangular coordinates passes through (1.0, 693) and (2,0) should be drawn.

Concept introduction:

The straight-line plot has following equation:

Here, values are plotted at y axis, x values are plotted at x axis, b is slope of the reaction and is intercept.

And, the following equation shows the exponential plot:

Interpretation Introduction

(b)

Interpretation:

The semilog plot of y versus x passes through (1,2) and (2,1) should be drawn.

Concept introduction:

The straight-line plot has following equation:

Here, values are plotted at y axis, x values are plotted at x axis, b is slope of the reaction and is intercept.

And, the following equation shows the exponential plot:

Interpretation Introduction

(c)

Interpretation:

A log pot y versus x passes through (1,2) and (2,1), determine the equation.

Concept introduction:

The straight-line plot has following equation:

Here, values are plotted at y axis, x values are plotted at x axis, b is slope of the reaction and is intercept.

And, the following equation shows the exponential plot:

Interpretation Introduction

(d)

Interpretation:

A semilog plot of xy (logarithmic axis) versus y/x passes through (1.0. 40.2). Determine the equation.

Concept introduction:

The straight-line plot has following equation:

Here, values are plotted at y axis, x values are plotted at x axis, b is slope of the reaction and is intercept.

And, the following equation shows the exponential plot:

Interpretation Introduction

(e)

Interpretation:

The equation of log plot of y²/x versus (x-2) passes through (1.0, 40.2) and (2.0, 807.0)

Concept introduction:

The straight-line plot has following equation:

Here, values are plotted at y axis, x values are plotted at x axis, b is slope of the reaction and is intercept.

And, the following equation shows the exponential plot: