If x≠0 , what is the value of (xp/xq)4
(1) p = q
(2) x =3
\(x^p\) /\(x^q\) =\(x^(p-q)\)
1. p=q, this means p-q is 0 , and irrespective of value of x , any number to the power of 0 will always be 1. so basically its 1^4. Option 1 - Sufficient.
2. x = 3
This does not give any information on p or q. So this statement by itself is not sufficient.
Ans:A
...
(1) p = q
(2) x =3
\(x^p\) /\(x^q\) =\(x^(p-q)\)
1. p=q, this means p-q is 0 , and irrespective of value of x , any number to the power of 0 will always be 1. so basically its 1^4. Option 1 - Sufficient.
2. x = 3
This does not give any information on p or q. So this statement by itself is not sufficient.
Ans:A
...
