Question
Directions : An idiom/phrase is given in bold.
Following this idiom/phrase are given three sentences, which use the given idiom/phrase. The idiom/phrase may or may not be used correctly in one or more sentences. Identify the sentence(s) that use(s) the idioms/phrases incorrectly either in grammar or context and mark the answer accordingly. Tide over I. Diana went through some changes herself that got her to tide over certain fears. II. The scholarship helped Martin to tide over a temporary embarrassment. III. The center received a federal paycheck protection grant to tide over some of its employees.Solution
Tide over:  to support or enable to survive temporarily. Sentences II and III are correctly conveying the meaning of the given idiom. However, the idiom is not suitable in sentence I as it is contextually incorrect; ‘tide over’ is used for temporary arrangements or solutions but here she overcame her fears permanently. Hence, option D is the correct choice.

The radius of a right circular cylinder is 4 times its height. If the height of the cylinder is 2.5 cm, then what is the volume of the cylinder? (in cub...
The ratio of the radii of the bases of a cylinder and a cone is 6:7, while the ratio of their heights is 7:9. What is the ratio of the volume of the cyl...
When the side of a square is increased by 50%, then what will be the %Â change in the area of the square?
A circular wire of diameter 84 cm is folded in the shape of a rectangle whose sides are in the ratio 8:3. Find the area enclosed by the rectangle.
The sum of the radius and height of a cylinder is 34m. The total surface area of the cylinder is 5984 m². What is the volume (in m³) of...
A rectangular park is 120 m long and 80 m wide. A path of uniform width is made inside the park along the boundary such that the area of the path is 640...
Find out the circumference of a sector whose radius is 14 cm and it makes the angle of 45 degrees at the centre.
The length of a rectangle, area of which is 105 cm2, is equal to the radius of a circle of area 1386 cm2. Find the perimeter of th...
The diameter of a circular field is equal to the side of a square field. If the total cost of fencing the circular field is Rs. 308 at the rate of R...