South Korea SAT
No.11036519 ViewReplyOriginalReport
Quoted By: >>11036529 >>11036577 >>11036590 >>11036879 >>11037086
I'm Korean.
I translated Korean SAT math problems.
Solve this problem and talk about the difficulty level.
This test is for students 17-18 years old.
The time limit is about 30 minutes
(Even if you solve this problem, you become unemployed)
Q. The function f(x) defined at x>a and the quadrature function g(x) with the coefficient of the highest order term -1 satisfy the following conditions.
? (x-a) f(x)=g(x) for all real numbers x> a.
? For two different real numbers ?, ?, the function f(x) has the same local maximum M at x=? and x=?.
( M>0 )
? The number of x for which the function f (x) becomes maximum or minimum is greater than the number of x for which the function g (x) becomes maximum or minimum.
Where ?-?=6×3^(1/2), find the minimum value of M.
The answer is a natural number between 0 and 999.
I translated Korean SAT math problems.
Solve this problem and talk about the difficulty level.
This test is for students 17-18 years old.
The time limit is about 30 minutes
(Even if you solve this problem, you become unemployed)
Q. The function f(x) defined at x>a and the quadrature function g(x) with the coefficient of the highest order term -1 satisfy the following conditions.
? (x-a) f(x)=g(x) for all real numbers x> a.
? For two different real numbers ?, ?, the function f(x) has the same local maximum M at x=? and x=?.
( M>0 )
? The number of x for which the function f (x) becomes maximum or minimum is greater than the number of x for which the function g (x) becomes maximum or minimum.
Where ?-?=6×3^(1/2), find the minimum value of M.
The answer is a natural number between 0 and 999.
