---

CR1000 Test A #4

At one time, European and Japanese companies tried to imitate their American rivals. Today, American appliance manufacturers import European scientists to lead their research staffs; American automakers design cars that mimic the styling of German, Italian, and French imports; and American electroni...

---

Answer is E. Both statements together are not sufficient. 1. x>0 2. y<0 Combining both statements, equation (a) that you have derived is not satisfied. y < 0 AND |x| > |y| .......... (a) Suppose x = 2 and y = -3 then y < 0 but |x| < |y| I knew I was missing something... you are right, answer should...

---

Re: 31 -#23

magical cook wrote:Hi,

Can anone help?

Thanks,

Is it [E]?

Bottomline, x + y = 1 (x and y are both fractions)

Statement(1), if y > 0.15, then x < 0.85 must be true, but that doesn't necessarily mean that x < 0.8 will be true. NS

Statement(2), NS

Together, NS.

What is OA?

---

erdnah wrote:(2) alone is not sufficient

(1) alone is sufficient
vw-v^2=0
v(w-v)=0

How is (1) sufficient... the equation
v(w-v) = 0 implies
EITHER v = 0
OR w - v = 0 => w = v

You can't tell for certain if v = 0, hence not sufficient.

Combined, not sufficient.

Hence my answer is [E].

What is OA?

---

Re: Algebra

Is the value of a^2 - b^2 greater than the value of (3a + 3b)(2a - 2b) ? (1) b < a (2) a < -1 I assumed stmt 1 is enough to solve, using the followin method: Deduced the given question as Is a^2 - b^2 > 6(a^2 - b^2 ) Taking statement 1 - b<a, which means that the after performing the action of a^2 ...

---

So ... That

An array of tax incentives has led to a boom in the construction of new office buildings; so abundant has capital been for commercial real estate that investors regularly scour the country for areas in which to build. The original answer is [A]. However, when I refer to Rajat_NDA SC Notes, it mentio...

---

1000SC Q.21

Please help me with this one: 21. A proposal has been made to trim the horns from rhinoceroses to discourage poachers; the question is whether tourists will continue to visit game parks and see rhinoceroses after their horns are trimmed. (A) ... (B) whether tourists will continue to visit game parks...