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PREMIERS PUBLISHERS-BASIC ALGEBRA-PROBLEMS FOR PRACTICE I -Choose the correct option for the following(MCQ)
- solve|3x+1|=|2x-1|
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- Solve 2|x - 5|+ 5 = 21
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- x le 6 and x ge - 2 is given by interval notation as
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- A cubic equation has roots 2 and 1+ sqrt3 Then its equation is
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- If x^(2)-6x+k = 0 has equal roots the value of k is
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- The solution set for the inequality2x^(2)+5x-3is
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- If a and b are the roots of the equation x^(2)- kx + 9 = 0 and satisfy...
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- The solution set of the following inequality |x - 1| le |x - 3| is
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- sqrtp (where p is a prime number) is
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- log(2)4+ log(4)4 + log(16)4 is equal to
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- (x^(8)y^(4))^((1)/(4))
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- Match the following
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- Find the incorrect statement in the following.
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- Find the incorrect statement in the following
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- Find the correct statement in the following
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- Find the correct statement in the following
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- Find the incorrect statement in the following
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- Find the odd one out The inequalities -3x gt 0 or 3x - 4 lt 11 is repr...
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- Find the odd one out with respect to root of
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- Find the odd one out from the following
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- Assertion: The equation x^(2)+|x-1|=1two solutions. Reason: |x| = x if...
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