Question
Arrange the following words as per the order in a
dictionary. 1. Table                                              2. Taboo 3. Tabular                                          4. TabletSolution
As we can see that first three letters of all four words are same. However, in the word Table and Tablet fourth and fifth letters are same. So, table is the first word and then tablet is the second word. In the word Taboo and Tabular positional value of O is 15 and U is 21 respectively. Following the same criteria we get the following order: Table    Tablet    Taboo   Tabular    1             4               2               3
If (x –4)3+(x–5)3+(x–6)3 = 3(x–4)(x–5)(x–6), Then x = ?
If (a + b) = 7 and ab = 10, then find the value of (a 2 Â + b 2 ).
Fing the value of:
[(1024)(n/5) × (4)(2n+1) ] / [(16)n × (4)(n-1) ]
The certain sum amounts to Rs11313.5 in 2(1/2) years at 12% p.a., interest compounded 10 months. The sum (in Rs) is:
If a = 7.250, b = 3.258 and c = 3.992 then value of a3-b3-c3-3abc is.
If x² + y² + z² = xy + yz + zy (x≠0), then the value of (5x+3y-4z)/2x is
If √d + (1/√d) = 6, then find the value of d + (1/d).
What is the value of (a² + b²+4c²- ab-2bc-2ca) (a + b+2c):
- If (725 – 700 + 175) ÷ 5 + √1225 = x, then {(x/2) + 20} = ?
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