3. A father is twice son’s age. His age 10
years hence, will be 3 times, son’s age
10 years ago. find their ages.....
F=2S
F+10=3(S-10)
S=40 and F=80
4. If x, y, z are consecutive –ve integers, and
if x>y>z which of following is +ve odd
integer.......
xyz
[x-y][y-z]
x-yz
x[y+z]
x+y+z
[x-y][y-z] is +ve odd integer.
5. If x>1, which of following decreases as ‘x’
increases.....
x2-10x
x+1/x
1/x+1
None
3. 1/x+1
6. A child brought a dairy milk, 5*, perk, the
prices of which are in integers in
decreasing order. Each items costs at
least 9/-.Total cost is 30. how many 5*
can he purchase with amount required
to purchase 10 perks...
d>f>p
Min=9
Let p=9 then f+d=21
So f=10 and d=11
So nmbr of 5* can be 9.
7. Sum of ages of sonam and genelia is twice
the sum of ages 7 years ago. what is
product of their present ages if sum of
squares of their ages 7 years ago is
100...........
195 180 200 164
s2 +g2=100
So s=6 and g=8
So after 7 years their ages will be 13 and 15
So answer is 195