The given equation is:

$y = 182x 2^{1.4t}$

This equation represents an exponential relationship because the variable $t$ is in the exponent. To find a linear relationship, we typically linearize the equation, which can be done by taking the logarithm of both sides.

Step-by-Step Process to Linearize:

1. Original equation: $y = 182x 2^{1.4t}$

2. Take the natural logarithm ($\ln$) of both sides: $\ln(y) = \ln(182x 2^{1.4t})$

3. Use the logarithmic properties:

   • ( \ln(a \cdot b)