The length of a rectangle increases by 20% while its breadth decreases by 12.5%. What is the percentage increase/decrease in the area of the rectangle?
When integrating MS Word and Excel, the Word is usually the
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The performance of data communications network depends on ______.
What is the name of the network topology in which there are bi-directional links between each possible node?
Direction: In this question, you need to replace the Bold part of the sentence with the most suitable idiom / expression given as option.
Meghan isn't a stranger to breaking the rules after she recently got into trouble for Wimbledon etiquette.
Direction: In the following question, a sentence has been given in Active/Passive Voice. Out of the four alternative suggested, select the one which best expresses the same sentence in Passive/Active Voice.
Sita was reading the Gita.
Directions to Solve
In each of the following questions find out the alternative which will replace the question mark.
Question -
10 : 99 :: 9 : ?
Directions: Study the following question carefully and choose the right answer.
In a certain code, LUTE is written as MUTE and GATE is written as HATE, then how BLUE will be written in that code?
Which is the place where the child's 'cognitive' development is defined in the best way?
Which of the following student reveals the "Logical Mathematical" intelligence, as proposed by Gardner?
The saying 'Development is a never ending process' is related with
'बढ़ा चढ़ाकर बात करना' वाक्यांश के लिए उचित मुहावरा होगा:
Let f : [0, ∞)→ R be a continuous and strictly increasing function such that The area enclosed by y = f (x), the x-axis and the ordinate at x = 3, is
The minimum value of the function defined by f(x) = max (x, x + 1, 2 – x) is
If the line segment joining the points A(x1,y1) and B(x2,y2) is divided by a point P in the ratio 1 : k internally, then the co – ordinates of the point P are
Let f(x) = x25(1−x)75 for all x ∈ [0,1], then f (x) assumes its maximum value at
If 112 = q×6+r, then the possible values of r are:
The conditional probability of an event E, given the occurrence of the event F is given by
Let R be the feasible region for a linear programming problem,and let Z = ax + by be the objective function. If R is bounded, then the objective function Z has both a maximum and a minimum value on R and
The length of the shortest distance between the lines and is:
The curve y = f(x) which satisfies the condition f'(x) > 0 and f"(x) < 0 for all real x, is