If A^4 + B^4 = 100, then the greatest possible value of B is between	Select:	A) 0 and 1	B) 1 and 2	C) 2 and 3	D) 3 and 4	E) 4 and 5
for the greatest possible value of B^4, we must minimize the value of B^4 i.e. lets say A^4 = 0   then we need to find a number B such that B^4 &lt; 100. 3^4 = 81 and 4^4 = 256 so we can say that the maximum possible value of B can be a little more than 3 hence answer = between 3 and 4   hence 3 and 4
<result>D</result>
If A^4 + B^4 = 100, then the greatest possible value of B is between