a parallelogram having an acute angle 30 degrees who area is equal to the perimeter and the sides are whole numbers how many such parallelograms are possible??...options 0 1 2 3
Consider all possible seven digit binary numbers having four 1's and three 0's. What is the sum of all such numbers?
K is a 3 digit number k1 k2 k3 are number obtained when k is in base 5 7 and 9 respectvly..the units place in k1 k2 k3 is 2..how many such possible values of k are there?? options 0 1 2 3
How many combinations are possible such that summation of three different prime numbers less than 100 are divisible by 6.
1) 0
2) 11
3) 77
4) 66
K is a 3 digit number k1 k2 k3 are number obtained when k is in base 5 7 and 9 respectvly..the units place in k1 k2 k3 is 2..how many such possible values of k are there?? options 0 1 2 3
Ans : 3
F(x) is a function. it satisfies the conditions below
F(A) = 3465 and F(A) + F(B) +.....+ F(N) = 2NF(N) where N is any natural number greater than 1 .
Find F(6)
let g(x) be a function satisfying g(a)/g(b)=g(a/b) for all the real values of a and b. if g(c) = 1/9, then find g(1/3)
A square ABCD is constructed inside a triangle PQR having sides PR=10 cm , PQ=17 cm
and QR=21 cm .find the perimeter of the square ABCD.(fig attached as image)
Not sure of OA.
- 28.8
- 28
- 23.2
- 25.4
0 voters
|x+1||x-1|=a^2-2a-3
if x belongs to real then find a...
please explain
If f(x+1) = 3[f(x)]^2 - 2 for all numbers x, then f(x+2) = ?
How many different terms does the product (a + b + c + d + e + f)(c + d + e + f + g) have?
the last digit of 108^107^106................^1
- 2
- 6
- 8
- 4
0 voters
The probability that the 13th day of a randomly chosen month is friday is ?
- 1/7
- 1/84
0 voters
A B C D are four points on a plane such that ABD and DBC form two triangles area of ABD is 10 units area of BDC is 20 units..what is ratio of lengths of AD/DC??
IN triangle ABC..angle A is smallest..A+7B=112..find the range of C???
remainder when 19^92 divided by 92
a.1 b.0 c.40 d.48. e.none of these
The number of values of 'x' less than 30 for which 50! – x! ends in 6 zeroes is:?
The simplified value of the fraction : {(2^3-1)(3^3-1)….(100^3 -1)}/{(2^3+1)(3^3+1)….(100^3+1)} is-
20202/30300
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