cot(n2) = 0 iff %3D

Q: 5s + 20 F(s) = s2 + 8s + 97

A:

Q: Ln X = 2.83254 %3D

A: Using formula ln(x) =a x =ea

Q: fraluate |-S)t

A:

Q: determine L−1[F].

A: Given Data The function is F(s)=2s+3/(s+5)²+49.   Arrange the function F(s)=2s+3/(s+5)²+49,

Q: Ox³ + 50x – 92 dx = x2

A:

Q: ∫((e3x)/(5+2e3x))dx

A:

Q: S2x3 (3- 5x4)"dx Given:

A:

Q: / de 를 구하여라. 2 + e" 1 04.

A:

Q: * e りこ0 ピッ そ= -> ズ

A: Introduction: The second order non-linear differential equation of the form  x2y"+xy'+x2-n2y=0 is…

Q: O Gra ph r- 8 + 8 Cose

A: We have to draw graph

Q: Calc 3

A: Given:  F→=x,−y,C:r→t=4cost,4sint for π6≤t≤2π3 a: To find the circulation and tell whether it is…

Q: ∫(e4x/1+e4x)dx

A:

Q: YOUR TURN 5 Find x'e dx. Sx²e*

A:

Q: 4. e¬X + 1 хр

A: Here we have to so u-subsitution to solve the integral. ∫dxx =ln|x| +C, where C is integration…

Q: L-1 (s+1) (s²-1)

A: We have to solve given problems;

Q: dx J-16x 398. dx x|/4x* -16 402.

A:

Q: e3 3 -dx Find

A:

Q: Ln (x+3) = 3.42 What is the value of x ?

A:

Q: e3x - 00 1+e3x –3 dx =

A: Given,            ∫-∞-3e3x1+e3xdx

Q: cln 3 3 že*V1+e*dx =

A:

Q: [x" csc (x) dx -1

A:

Q: Solve equation for x. e-x = 1

A: Given equation is e-x=1 To solve the equation for x. Solution: Equation is e-x=1. Taking logarithm…

Q: 4. f 30x²5x³+3 dx e

A:

Q: e-5x x dx

A:

Q: Ln x = 2.83254 %3D Fina X

A:

Q: tanh(2ln.x )

A: Consider the expression tanh(2 ln x) to simplify it further, use the hyperbolic functions formula…

Q: 2 x³ dx Did you get an unusual answer? Can you explain it?

A:

Q: 10. y=ln(x² +3}) %3D

A:

Q: x² - 4 S √3x² +18x+27 dx

A:

Q: e'dy e°+ 2 2.

A: Integrate∫ln2ln3eye2y+2dy

Q: x2 dx 25 - x2

A: Here we use the trigonometric subsitution method to solve the given Integral.

Q: frese f'(-5x + 4) dx

A:

Q: (x² - 4) dx x² + 2x² + 2x S

A:

Q: (smaller t-value) (х, у, 2) %3 (larger t-value) (х, у, 2) =

A:

Q: 8 ese (300) A D.- E.-

A:

Q: coefficient between x and y?

A: Here given Sum of cross product of deviation = -41 n = sample size = 14 And standard deviation of…

Q: 5X 100 e 2x 구 + x)dx 3 e3x

A:

Q: e2x dx V1 + e*

A:

Q: /E-1 t-1 t→1

A:

Q: s e8*(x³ + x²)sec² (x*e3* + 1) dx

A:

Q: L[Df] -f = L[0] L[Df] - L[1 = L[0] L[Df] - L[f] = 0 Df-LIf1 = 0

A: Topic = Laplace transform

Q: YOUR TURN 5 Find -3x dx. ca

A:

Q: 11) y"-y=- %3D (1+e ")

A:

Q: g(x) 9 arccos- 7

A: To calculate the derivative of the function g(x)=9arccos(x/7). Now, use the formula of derivative of…

Q: 4. S x(csc4x²)(cot4x²)dx 5. S sec26xsin6xdx

A:

Q: S x-6 x²+9 dx

A: To evaluate the given integral. ∫x-6x2+9 dx   Here use the formulas: ∫1x2+a2…

Q: So-3x)e-3*dx 3.

A:

Q: S² 7x2 + 16x – 19 dx x² + 2x – 3

A:

Q: xᵒe -33 dx

A: Given,        ∫0∞x6e-3xdx

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.