Since the line does not cut the X axis, it is an INEQUALITY, So, you should look for the answer choices by which the equation do not answer.
Solve the inequality, substituting 0,-3, and 9 in place of d. you can easily find out that you cannot find possible value for the equation when d= 0 or -3. So these are the answers because it is an INEQUALITY. Substituting d=9, you reach
Hi,
Since the line does not cut the X axis, it is an INEQUALITY, So, you should look for the answer choices by which the equation do not answer.
Solve the inequality substituting 0,-3, and 9 in place of d. you can easily find out that you cannot find possible value for the equation when d= 0 or -3. So because it is an INEQUALITY, I & II are the answers. Substituting d=9, you reach x=1.145 , -1.145which are possible values. Thus, “C” is the correct answer choice.
Hi If y = x^2 + dx + 9 does not cut the x-axis, then which of the following could be a possible value of d? I. 0 II. -3 III. 9 A. III only B. II only C. I and...
4GMAT - GMAT Classes,...
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Jul 11, 2009 5:54 am
not cut the x-axis means y can not be equal 0. so if we have y=a*x^2+b*y+c then b^2-4ac must be less than zero then: d^2-4*9<0 , d^2< 36, -6<d<6 ...
... The answer to this question is option (C). If y = x^2 + dx + 9 does not cut the x-axis, then which of the following could be a possible value of d?...
Hi, answer is (D). Just some quick steps--> If y = x^2 + dx + 9 cuts the x-axis, then y=0. So, this gives you four possible values for d. d=10,-10, 6, 0. But...
Gabriel Chen
gabrielc80@...
Jul 13, 2009 1:45 am
Hi, Since the line does not cut the X axis, it is an INEQUALITY, So, you should look for the answer choices by which the equation do not answer. Solve the...
For a quadratic eqn. Ax^2 + Bx + C, to have non-real roots , B^2-4AC < 0 Hence option C ... -- Sent from my mobile device Regards, Deb Cell # 630-253-9532 Home...
Hi, Q asks the values by which the equation does not anawer (DO NOT CUT X-AXIS, means y is not =0) . Solving the inequality Ax^2+,Bx+ C, you have consider...