Consider the Solow model with perpetual population growth at rate n, and the production function is T_{t =} A_tK_t^0.03L_t^0.7 where Kt is the total capital stock and Lt is the number of workers. Assume that the employment-population ratio is constant.

"With constant TFP (A_t=A), the capital-worker ratio K_t/L_t grows at the rate of population n."

Is the above statement true or false? Explain your response.