TS ICET 2020 Question Paper Shift-2 (30th Sep)
In the following questions, a question is followed by data in the form of two statements labelled as I and II. You must decide whether the data given in the statements are sufficient to answer the questions.
In the adjacent figure what is the area of the square ABCD?
(I) AC = 16 cm
(II) The areas of the circles $$C_{1}$$ and $$C_{2}$$ are in ratio of 4 : 1
f($$x$$) is a polynomial with integer coefficients. Is ($$x$$ + 2) a factor of f{$$x$$)?
(I) $$f(x) = 2x^{4} + bx^{3} + cx^{2} + dx + e$$
(II) $$8b - 4c + 2d - e = 32$$
Find the area of the sector?
(I) Length of the arc = 1 unit.
II) Radius of sector is six times length of arc.
A person can purchase three articles for Rs.49. What is the price of the costliest article?
(I) The cost price of two articles each is Rs. 1 less than the cost price of the costliest article.
(II) The cost price of costliest article is 6.25% more than the cost price of the cheapest article.
Is the polygon ABCD a trapezium?
(I) It has a pair of parallel sides.
(II) Two of its sides are equal in length.
What is the median of the frequency distribution?
(I) Its arithmetic mean is 57.
(II) Its mode is 55.
What is the positive integral value of $$x$$?
(I) $$39 < 7x + 3 < 46$$
(II) $$25 < x^{2} < 49$$
What is the LCM of two numbers a and b?
(I) The GCD of a and b is 3.
(II) a is even and b is odd.
What is the digit in the Ten's place of the number n?
(I) n > 100
(II) n gives remainder 69 then divided by 100.
