For real numbers $\mathbf { a }$ and $\mathbf { b }$ $$b ^ { 2 } < a \cdot b < b - a$$ Given that, which of the following orderings is correct? A) $a < 0 < b$ B) $b < 0 < a$ C) $0 < a < b$ D) $\mathrm { b } < \mathrm { a } < 0$ E) $a < b < 0$
For real numbers $\mathbf { a }$ and $\mathbf { b }$
$$b ^ { 2 } < a \cdot b < b - a$$
Given that, which of the following orderings is correct?
A) $a < 0 < b$
B) $b < 0 < a$
C) $0 < a < b$
D) $\mathrm { b } < \mathrm { a } < 0$
E) $a < b < 0$