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Basic Mathematics QuestionsAre you prearding for Engineering Entrance Test? Mathematics is one of the mandatory papers for most of the Engineering Entrance tests as well many other tests.
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| Question | Category | | The smallest positive integer for which the value of ((1+i)/(1-i))n=-1 is | Mathematics - Basic | | The area of the triangle on the Argand plane formed by the complex numbers z, iz and z+iz is | Mathematics - Basic | | On the Argand plane the complex number(1+2i)/(1-i) lies in the | Mathematics - Basic | | The curve represented by Re(z²)=4 is | Mathematics - Basic | | The inequality |z-i|<|z+i| represents the region | Mathematics - Basic | | p+iq>r+it exists only when | Mathematics - Basic | | If D is the mid point of side BC of a triangle ABC and AD is perpendicular to AC, then | Mathematics - Basic | | The sides of a triangle are 3x+4y, 4x+3y and 5x+5y units, where x,y>0. The triangle is | Mathematics - Basic | | If in a triangle ABC, cosA=(sinB/2sinC), then the triangle is | Mathematics - Basic | | In a triangle ABC, (s-a)(s-b)=s(s-c), then angle C is equal to | Mathematics - Basic | | In a triangle ABC, tanC<0, then | Mathematics - Basic | | In a triangle ABC, a.sin(B-C)+b.sin(C-A)+c.sin(A-B)= | Mathematics - Basic | | In a triangle ABC, right angled at C, the value of tanA+tanB is | Mathematics - Basic | | In a triangle ABC, a=5, b=7 and sinA=3/4, how many such triangles are possible? | Mathematics - Basic | | In triangle ABC, a=6, b=3 and cos(A-B)=4/5, then its area will be | Mathematics - Basic | | The asymptotes of the hyperbola hx+ky=xy are | Mathematics - Basic | | If 3a-2b+5c=0, family of straight lines ax+by+c=0 are always concurrent at a point, then its co-ordinates are | Mathematics - Basic | | Orthocentre of the triangle formed by the lines x+y=1 and xy=0 is | Mathematics - Basic | | If the point (a,a) is placed in between the lines |x+y|=4, then | Mathematics - Basic | | The area enclosed by |x-1|+|y-3|=1 is equal to | Mathematics - Basic | | A straight line passing through P(3,1) meet the coordinate axes at A and B. It is given that distance of this straight line from the origin 'O' is maximum. Area of triangle OAB is equal to | Mathematics - Basic | | A light beam emanating from the point A (3,10) reflects from the line 2x+y=6 and then passes through the point B (5,6). The equations of the incident and reflected beams are respectively | Mathematics - Basic | | If x satisfies |x-1|+|x-2|+|x-3|=6, then | Mathematics - Basic | | If (x+1)(x+1) is greater than 5x-1 and less than 7x-3, then the integer value of x is equal to | Mathematics - Basic | | If both roots of the quadratic equation (2-x)(x+1)=p are distinct and positive then p must lie in the interval | Mathematics - Basic | | The roots of the equation a(x-b)(x-c)+b(x-c)(x-a)+c(x-a)(x-b)=0 are always | Mathematics - Basic | | For the equation 3x²+px+3=0, P>0, if one of the roots is the square of the other, then p is equal to:- | Mathematics - Basic | | If P(x) is a polynomial of degree less than or equal to 2 and S is the set of all such polynomials so that P(1)=1, P(0)=0 and P’(x)>0 for all x ? [0,1], then:- | Mathematics - Basic | | The number of satellites of Jupiter is
| Mathematics - Basic | | Java | Mathematics - Basic | | Name the colloidal solution from the following | Mathematics - Basic | | Which of the following salt have low solubility product ? | Mathematics - Basic | | In a two digit number the tens digit is 3 times the unit digit. When the number is decreased by 54 the digits are reversed. Find the number. | Mathematics - Basic | | Two years ago a father was five times as old as his son. Two years later his age will be 8 more than 3 times the age of his son. Find the present age of father | Mathematics - Basic | | Solve x+y=6,x-y=2
| Mathematics - Basic | | Find the value of ‘p’ for which 4x² - 5x + p = 0, gives 2 equal roots. | Mathematics - Basic | | A class consists of a number of boys whose ages are in AP, the common difference being 4 months. If the youngest boy is just 8 years old, and if sum of the ages is 168years, find the number of boys in the class. | Mathematics - Basic | | The probability that a number selected at random from the set of numbers {1,2,3,...,100} is a cube is | Mathematics - Basic | | The probability that a leap year will have 53 sundays is | Mathematics - Basic | | Which of the following functions give you a positive response? | Mathematics - Basic | | Let n (>1) be a positive integer. Then the largest integer m such that (nm + 1) divides (1 + n + n2 + --------- + n127) is | Mathematics - Basic | | In a single throw of two dice, what is the probability of getting a multiple of 2 on one and a multiple of 3 on other? | Mathematics - Basic | | Find the number of the bricks, each measuring 25 cm by 12.5 cm by 7.5 cm, required to build a wall 6 m long, 5 m high and 50cm thick, while the mortar occupies 5% of the volume of the wall. | Mathematics - Basic | | Rs.432 is divided amongst three workers A, B and C such that 8 times A’s share is equal to 12 times B’s share which is equal to 6 times C’s share. How much did A get? | Mathematics - Basic | | Two numbers are such that twice the smaller number exceeds twice the greater one by 18 and 1/3 of the smaller and 1/5 of the greater number are together 21. The numbers are: | Mathematics - Basic | | The probabilities that a husband and wife will be alive 20 years from now are 0.8 and 0.9 respectively. Find the probability that in 20 years at least one will be alive. | Mathematics - Basic | | In a triangle ABC if cos B = sin A / 2 sin C then the triangle is | Mathematics - Basic | | The area bounded by the curve y = log x, the x-axis and the line x = 2 is : | Mathematics - Basic | | A bag contains 7 red,5blue ,4 white and 4 black balls .Find the probability that a ball drawn at random is red or white. | Mathematics - Basic | | If Logx (1 / 8) = - 3 / 2, then x is equal to | Mathematics - Basic |
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