AP ICET 2020 Question Paper Shift-1 (11th Sep)

Distance between two cities A and Bis 595 km. Two cars P and Q start from A and B respectively at the same time with speeds 90 kmph and 80 kmph and proceeding towards B and A respectively . Then the time taken for the two cars to meet after their start is

D, E, F, G, H, I, J and K are sitting around a circular table facing the center but not necessarily in the same order. F sits second to the left of E. Only one person sits between F and I. D sits third to the right of G. F is an immediate neighbour of H. D is not an immediate neighbour of E. Only three persons sit between G and J. What is the position of H with respect to D.

Consider the following sequence
W % 9 3 G 6 H # 7 K $ L 2 ? B M J © 4 5 E 8 @ Z

If all the symbols are deleted from the above sequence, then which one of the following will be of fourth to the left of twelth from the right end.

If P denotes $$\div$$, Q denotes $$\times$$, R denotes + and S denotes - , then the value of 14Q27P9R5S19

If x □ y represents the number of integers gr eater than x and less than y, then $$-\pi$$ □ $$\surd2 =$$

If $$2^{-x} = 3^{y} = 18^{z}$$, then $$x$$, y, z are in

If $$\left(x \sqrt{x}\right)^{x^{2}} = (x)^{x\sqrt{x}}$$, and if $$x ∉\left\{0,1\right\}$$, then $$x =$$

Container A is filled with the mixture of milk and water in the ratio 1 : 3. The other two containers B and C are filled with milk and water in the ratio 5:3 and 1:5 respectively. If the contents of all the three containers are mixed, then the ratio of milk and water in the whole mixture when the capacities of the containers A, B, C are in the ratio 1:2:3, is

A college has a total of 1400 seats for the three courses A, B, C. There is an increase in seats by 40%, 50% and 75% respectively in the courses A, B, C. If the ratio of the seats in these courses prior to the increase is 5:7:8, then the difference of the number of seats in courses C and A after increase is equal to

If $$\sqrt{7 + 4\sqrt{3}} \sqrt{37 + 20\sqrt{3}} = x + y\sqrt{3}$$, then $$4x + 3y = $$