Question
The ratio of age of βXβ 3 years hence from now to
the age of βYβ 7 years ago from now is 5 : 4. If the sum of their present ages is 49 years, then find the present age of βYβ.Solution
Let the present ages of βXβ and βYβ be βpβ years and βqβ years respectively. Then,
p + q = 49 Or,
q = 49 β p ATQ, [{(p + 3)}/{(q - 7)} = {5/4}
] Or,
4(p + 3) = 5(q β 7) Or,
4p + 12 = 5q β 35 Or,
4p β 5q = β47 Or,
4p β 5(49 β p) = β47 Or,
4p β 245 + 5p = β47 Or,
9p = 198 Or,
p = 22 Or, q = 49 β 22 = 27 years
(β 121 x 41) + (3β343 xΒ β289Β ) = ? x 19Β Β Β

7, 8, 12, 21, 37, ?
Evaluate: 72 Γ· 6 Γ (5 + 1) β 8Β² + 10
What will come in the place of question mark (?) in the given expression?
(30 Γ 5 + 20) Γ 2 = ?
What will come in the place of question mark (?) in the given expression?
737 + 149 - ?Β²- 367 = 14 X 25(√ 1444 ÷ 5) × 3.25 = ?
522 + 160% of 80 - 130 = ? X 13Β
54% of 250 = 6 Γ 21 + β?
300% of (3341 – 471) = ? × (√4225/195)