\int_{-40}^{\infty}\frac{49\cos\left(x\right)}{\left(-20\right)x}dx
𝒇(𝒙)=𝟏/(√𝒙+√(𝒙𝟐−𝟒))
\int_{-40}^{\infty}\frac{49\cos\left(x\right)}{-20x}dx
75n^2 + 78n - 2483=0
2.079443+(9.2−8)(0.117782)+(9.2−8)(9.2−9)(−0.006432)+(9.2−8)(9.2−9)(9.2−9.5)(−0.002310)
Solve (𝐷 − 16𝐼)𝑦 = 3.2𝑒^x+ 15𝑒^x
Applying the Continuity Test
At which points do the functions in Exercises 11 and 12 fail to At which points, if any, are the ...
At which points do the functions in Exercises 11 and 12 fail to be con- tinuous? At which points, ...
x^4-8x^2+4
factorised it
