d (n, -4). Fir

Q: M(3, 5) is the midpoint of PP2, where P has coordinates (0, 1). Find the coordinates of P2.

A: M (3,5) is the mid point of P1P2¯ , where P1 has coordinates (0,1).we have to find the coordinates…

Q: Find T 1 = -1 wwwman x² dx + C

A:

Q: (21 + V3)/3 11 dx Evaluate 50 + x - 14x

A: Explanation of the answer is as follows

Q: 4. Find 4x2+2x-1 dx. x3+x2

A: It is required to find the integral ∫4x2+2x-1x3+x2dx. Consider the integrand 4x2+2x-1x3+x2. Find the…

Q: Determine d2y dx2 , if 2x3 − 3y2 + 7xy = 0

A: We can make it easier for you

Q: (:) 8. dw 4. 6tan w

A:

Q: Evaluode Lim [x]+[2x ]+ n2

A: We know that, x-1<x≤x Therefore, 2x-1<2x≤2x ⇒3x-1<3x≤3x . . . ⇒nx-1<nx≤nx ∴ (x + 2x + 3x…

Q: dx 19. Evaluate using substitution f V5-4x-2x2

A: I have used method of substitutions

Q: C.CC-3yz)dxdydz n=2 2. Evaluate

A:

Q: 39 + 5 dy 5. (5y~7)²

A: Let's find.

Q: 2. - q + (q Ap) ~q (q p) T F F T F F 2

A: We have to find the truth table for given statement.

Q: 3 (5æ° + 2x") dx - 4 Find

A:

Q: xx5+G dx 4.

A: To find the integral , using a suitable substitution

Q: dx- 3 (9 — бх — Зх2)2 -

A: Consider the given integral. I=∫x9-6x-3x232dx First, make the complete square of the denominator.…

Q: dz 22 z²+4z S

A:

Q: dx 6. S e2x+1

A:

Q: S 2y(yª – 4)¯³ dy

A:

Q: So 3 Vit7x dx U-substiutson.

A: Use u substitutions to integration

Q: dx 1- S 4+x2

A:

Q: 4х+1 dx. Evaluate J 3-x²-x+1 х3—х2—х+1

A:

Q: Evaluate using the suggested method.

A:

Q: •5 | Vx2 – 9 dx 3

A: Integral formulae: ∫x2-a2=x2x2-a2-a22lnx+x2-a2+C Given integral is: I=∫35x2-9dx Comparing given…

Q: Evaluate -5у-5 dy 31. Jv+2y-4

A:

Q: 12. Find m/R. (&x - 12) (3x + 5)

A:

Q: Use the accompanying figure to write each vector listed as a linear combination of u and v. Vectors…

A:

Q: dy If 4x3 – x²y + xy³ = 8, then dx

A: Here I am attaching image so that you understand each and every step.

Q: e3z I dz (ez + e 5z )2 II

A: Introduction: The Ortrogradsky's method is used in finding integration when the integrand is a…

Q: 9 = dy

A:

Q: x²-x 2)) S dx =? |x-1|

A:

Q: S+1 b. L-1 [+] s3-1

A: Given that L-1s+1s3-1 The formula used are follows L-11s-a=eat The objective is to find Laplace…

Q: Pind Parckial Fraction S+ 2un

A: I am going to solve the given problem by using some simple calculus to get the required result.

Q: Y = -2X, then p(X, Y) = 1?

A: Solution

Q: 2. ydx + (3x – xy + 2)dy = 0

A:

Q: (p – 1) at p=-3

A: The given expression is (p-1)3 at p=-3

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.