1959 AHSME Problems/Problem 38: Difference between revisions
Created page with " If 4x + √2x = 1, then x (A) is an integer (B) is fractional (C) is irrational (D) is imaginary (E) may have two different values" |
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If <math>4x+\sqrt{2x}=1</math>, then <math>x</math> | |||
(A) is an integer | (A) is an integer | ||
(B) is fractional | (B) is fractional | ||
(C) is irrational | (C) is irrational | ||
(D) is imaginary | (D) is imaginary | ||
(E) may have two different values | (E) may have two different values | ||
Revision as of 15:17, 3 March 2019
If 
, then 
(A) is an integer
(B) is fractional
(C) is irrational
(D) is imaginary
(E) may have two different values
