Question
If 10x2 – 6xy+y² – 4x+4= 0, then find
the value of (3x+2y).Solution
10x2 – 6xy+y² – 4x+4= 0 x2 -4x+4+9x2+y2-6xy=0 (x-2)2+(3x-y)2=0 When- x-2=0 x=2 3x-y =0 y=6 Now – 3x+2y =3×2+2x6=18.
If tan x + cot x = 7, find tan3 x + cot3 x = ?
If √y + (1/√y) = 10, then find the value of y + (1/y).
If 0.125x3 +0.216y3 = 210 and 0.25x2 + 0.36y2 = 10.30 then find the value of 0.5x + 0.6y.
(408 × 680)÷(20% of 680) = (250 × 260)÷ 10 + ? – 4500
If x + 1/x = 2, find x⁷ + 1/x⁷.
Solve the system:
x + 2y = 13
3x − y = 5
What is the value of 2x + y?
If ( m+n ) : √ (mn) = 4, m>n , Then find the value of m : n ?
Find the value of 3/4 cot² 30° + cos² 30°-3cosec²60° + tan² 60°.
- If, 4x + 3y = 18, and 2xy = 12, and 4x > 3y, then find the value of 64x 3 - 27y 3 .