Bernoulli Inequality Mathematical Induction Calculation


Calculator to prove the inequality of any given function. Bernoulli’s Inequality is defined as an inequality that approximates exponentiations of 1 + x. where the inequality states that for every integer r ≥ 0 and every real number x ≥ −1. In the case of exponent r is even, then the inequality is valid for all real numbers x.
The Bernoulli inequality states (1 + x)r ≥ 1 + rx.
Where x ≥ -1 and x ≠ 0,
r ≥ 1
x Value:
Power (r):
Result: