A problem about limit of higher numbers When x tends to 2, y = the square of X When δ is equal to, then when the absolute value of X-2 is less than δ, the absolute value of y-4 is less than 0.001? 0002

A problem about limit of higher numbers When x tends to 2, y = the square of X When δ is equal to, then when the absolute value of X-2 is less than δ, the absolute value of y-4 is less than 0.001? 0002

|y-4| |x^2 - 4| -0.001