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Sum of first all 15 numbers = 40 X 15 = 600 Sum of first 5 numbers = 5 X (12x + 10) = (60x + 50) Sum of last 10 numbers = 10 X (7x - 10) = (70x - 100) So, we have 600 = 60x + 50 + (70x - 100) = 130x - 50 So, 130x = 600 + 50 = 650 So, x = (650/130) = 5 Therefore, the value of 'x' is 5.
If cot8A = tan(A+8˚), find the value of A? Given that 8A and A+8 are acute angles.
tan 20˚ x tan 23˚ x tan 67˚ x tan 70˚ = ?
If 30sin4theta; + 45 cos4theta; = 18 . Then find the value of 216 cosec6theta; + 64 sec6
If tan 4θ = cot 14θ, then find the value of cos 9θ.
cosec 2910° +sec 4260°+tan 2565° +cot 2115° =?
Sec A -Tan A = 1/16 then find the value of cot A =?
If 'θ' is an angle less than 120°, what is the value of 'θ' if it satisfies the equation 3cos2θ = 2 + sin2θ.
What is the value of 4/3 (sin ² 65 º + sin ² 25 º ).
Simplify (cos20°+sin 20°) /(cos20°-sin20°)