Hey Guys and Gals,
everyone was really helpful when i first posted some questions regarding gmat prep q's and I really appreciate it. Here are some more, I hope you can take the time to help me figure it out!
1. If ax+b=0 is X>0?
1) A+b>0
2) A-b >0
I got this problem wrong, but the main issue is,what is the quickest easiest way to solve these type of problems? and whats the solution for this one
(answer E)
2. The number X and Y are not integers. the value of X is closest to which integer?
1) 4 is the integer closets to X + Y
2) 1 is the integer closest to X-Y
I have the same issue with this problem as I don't know the best way to approach it.
3. The sum of the first 50 positive integers is 2,550. What its he some of the even integers from 102-200 inclusive?
answer is 7550, and i have no idea how they came about it.
4. A certain circular area has its center at point P and radius 4, and the points X and Y lie int eh same plane as the circular area. Does point Y lie outside the circular area?
1) the distance between point P and point X is 4.5
2) the distance between point X and Y is 9
answer is C but why is it not A? couldn't you solve it already know that the X coordinate is outside of the radius?
5. if mv<pv<0 is V>0?
1)m<P
2)m<0
answer is D, why? how does M<p solve it? when you take into account M<p are you also taking into account that both are <0 ?
6. if x<0 then Sqrt(-x|x|) is? answer is -x...but shouldn't it be positive x?
7. if an equilateral triangle with side T and square with sides s had the same area, what is the ratio of T: S?
answer is 2: 3^1/4
no idea why
8. At the bakery lew spent a total of 6$ for one kind of cupcake and one kind of doughnut. How many donuts did he buy?
1) price of 2 doughty was $.10 less than 3 cupcakes
2) average price of 1 doughnut and 1 cupcake was $.035
answer is E, but couldn't you solve it with C ( since 2 equations and 2 unknowns are produced? )
9. A certain list consists of several different integers. is the product of all the integers in the list positive?
1) the product of the greatest and smaller of the integers in the list is positive
2) there is an even number of integers in the list
answer is C, wheres the logic in this?
and FINALLY
10) the function F is defined for all positive integers N by the following rule : F(N) is the number of positive integers each of which is less than N and has no positive factor in common with N other than 1. if P is any prime number then F(p) =?
a) p-1
b) p-2
c) (p+1)/2
d (p-1)/2
E) 2
i got the answer A correctly but was guessing, whats the smartest way to solve this problem and these kinds of problems?
thank you all so very much! i really appreciate the help!
best,
c
everyone was really helpful when i first posted some questions regarding gmat prep q's and I really appreciate it. Here are some more, I hope you can take the time to help me figure it out!
1. If ax+b=0 is X>0?
1) A+b>0
2) A-b >0
I got this problem wrong, but the main issue is,what is the quickest easiest way to solve these type of problems? and whats the solution for this one
(answer E)
2. The number X and Y are not integers. the value of X is closest to which integer?
1) 4 is the integer closets to X + Y
2) 1 is the integer closest to X-Y
I have the same issue with this problem as I don't know the best way to approach it.
3. The sum of the first 50 positive integers is 2,550. What its he some of the even integers from 102-200 inclusive?
answer is 7550, and i have no idea how they came about it.
4. A certain circular area has its center at point P and radius 4, and the points X and Y lie int eh same plane as the circular area. Does point Y lie outside the circular area?
1) the distance between point P and point X is 4.5
2) the distance between point X and Y is 9
answer is C but why is it not A? couldn't you solve it already know that the X coordinate is outside of the radius?
5. if mv<pv<0 is V>0?
1)m<P
2)m<0
answer is D, why? how does M<p solve it? when you take into account M<p are you also taking into account that both are <0 ?
6. if x<0 then Sqrt(-x|x|) is? answer is -x...but shouldn't it be positive x?
7. if an equilateral triangle with side T and square with sides s had the same area, what is the ratio of T: S?
answer is 2: 3^1/4
no idea why
8. At the bakery lew spent a total of 6$ for one kind of cupcake and one kind of doughnut. How many donuts did he buy?
1) price of 2 doughty was $.10 less than 3 cupcakes
2) average price of 1 doughnut and 1 cupcake was $.035
answer is E, but couldn't you solve it with C ( since 2 equations and 2 unknowns are produced? )
9. A certain list consists of several different integers. is the product of all the integers in the list positive?
1) the product of the greatest and smaller of the integers in the list is positive
2) there is an even number of integers in the list
answer is C, wheres the logic in this?
and FINALLY
10) the function F is defined for all positive integers N by the following rule : F(N) is the number of positive integers each of which is less than N and has no positive factor in common with N other than 1. if P is any prime number then F(p) =?
a) p-1
b) p-2
c) (p+1)/2
d (p-1)/2
E) 2
i got the answer A correctly but was guessing, whats the smartest way to solve this problem and these kinds of problems?
thank you all so very much! i really appreciate the help!
best,
c
