Forgot password? New user? Sign up
Existing user? Log in
log4log3log2(x2+7x)≥0\large \log_4 \log_3 \log_2 \left(x^2 + 7x\right) \geq 0log4log3log2(x2+7x)≥0
If the ranges of real number xxx are (−∞,a]∪[b,∞)(-\infty,a] \cup [b,\infty)(−∞,a]∪[b,∞), where aaa and bbb are integers, then find ab\dfrac{a}{b}ba.
Problem Loading...
Note Loading...
Set Loading...