Solve for the value of k in f(x) = $3x^{2}$+ 5x + k if the sum of the reciprocals of the roots of f(x) is −10.
811 divided by 81
\left(4,1\right)+\left(4,0\right)+\left(4,2\right)+\left(4,3\right)+\left(4,4\right)
57.5÷5
(A) f(x) = x2/3+ (6/x4) + 7sinx
13-18+5-30
Solve 9
÷
16
15
8.
3cotA+cotA=1
Simplify the expression: $\frac{1}{√1+√2}$+$\frac{1} {√2 + √3}$+ $\frac{1}{√3 + √4}$+⋯+$\frac{1}{√2023+√2024}$
5+3a = (-3 )- 5a
