Question
In the following questions, a sentence is given with
two blanks. Identify the correct pair of words that fit in the sentence to make it grammatically and contextually correct. The past and present directors of the museum have been ________________from time to time to carry-out systematic excavations when ______________offered.Solution
'Empowered' means given authority or power, which could fit the first blank. However, 'resources' does not align well with the second blank. The sentence discusses an occasion for systematic excavations, not the tools or materials required for them. 'Instructed' implies receiving orders or directions, which doesn’t suit the context of being provided with the means to carry out excavations. 'Funding' refers to financial support, which is not implied in the sentence as a requirement for conducting the excavations. 'Persuaded' means convinced to take action, which is contextually incorrect because the directors aren’t being convinced but rather provided the means. Similarly, 'facilities' refers to infrastructure or equipment, which doesn’t fit the idea of an opportunity or occasion. The correct answer is 3) enabled, opportunity because it appropriately conveys that the directors were provided the means (enabled) and acted when a chance (opportunity) arose.
The slope of the equation 24x+ 8y =56 is
The length of a line segment A, B is 10 units. The coordinates of point A are(2,3) and the value of ordinate of point B is 5. Then find the value of abs...
If (5√P - 7√Q) = 5, [1.5P = 4Q-(R/3)+9] and (√P/√Q) = 1.6, then find out the value of ‘R’.
If, x - y radic; 3 = 23 and radic; 3x + y = 35
Find the angle between both the lines when they intersect each other.
...I. p2 – 5p + 6 = 0
II. 36q2 = 81
...I. p² - 365 = 364
II. q - √ 529 = √ 169
Find the value of 'a' and 'b' which satisfy the following equations:
9a + 7b = 30
4a - 5b = 62
The ratio of roots of an equation
ax²+bx+b = 0 is p : q
Then find, √p/√q + √q/√p + √p/√q ?
If x - √3 y = 8 Find the slope in angle?
I. 8/(√x) + 6/(√x) = √x
II. y ³- (14)7/2 /(√y) = 0