+ (-1)"- 3 + 2

Q: Expand the expression:  (-1-i-√3)3

A: Consider the provided expression,The formula of (a + b + c)3 is written as,

Q: -1) nt2 3.

A: To evaluate:    Rewrite the given form in simplified form:

Q: -1 15 2 + 3?

A:

Q: r+ 2 to

A: Given data: The given integral is∫x+2x2dx. The given integral can be written as,…

Q: Write 7-7 7:7-7 7 as a power 7-7-7-7-7-7=

A:

Q: Use the order of operations to simplify expression. 2(-2) - 4(-3)/5 - 8

A: Concept Used: Order of operation: PEMDAS

Q: -h < 4 true

A: Given,         -h&lt;4

Q: -1 | TY,

A: To simplify the given equation

Q: Find (-2, 7)-(6, -9). O/O (0.0)

A:

Q: -1 = tanO/2

A: over

Q: The distance between -3 and 7 on the real line is 10. ibs O صواب

A:

Q: 2x+ex-1 +3

A: The function is given as fx=2x+ex-1+3. The derivative of the function is ,  f'x=2+ex-1. Let the…

Q: • -3 a + 2 b

A: The given vectors are a→=-3,0,-1,b→=1,-3,-5

Q: (2+1) x (9-?)=12

A: Just try to simplify and that's easy.

Q: flx)= 3x +8 (-9,-6, Fl)=b

A:

Q: Find A.

A:

Q: Try Again Find (-2, 7)-(6, -9). (-12, -63)

A: We have to find

Q: - 0 4e Smh Odo

A: This integral can be solved easily by writing hyperbolic sine in terms of exponentials as explained…

Q: -2 b) 273 a) 8

A:

Q: Find the value x. 14x + 11 15x – 5 - -6 -9 96

A:

Q: What is the limit?

A: our objective is to find the limit.

Q: y. 6- 13. -8-7 -6 -5 43-2 12 3 -5- -6 00

A:

Q: nenba as d

A:

Q: -B.

A:

Q: Simplify. 3+ 0! 2!:1!

A: 0!=1 and 1!=1

Q: ength of the third side. If necessary, roun 8. 6.

A:

Q: solue:- 2=ソニ4 to ニ

A: x=y=4

Q: 3 xp- 3.

A:

Q: A B- -C-

A:

Q: y 51 1- 1 3 4 -2 -1 -1- -5 -4 -3 -2- -3 -4+ -5- 2.

A:

Q: /- 二b

A: Solution: The objective is to solve the given inequality

Q: -(V6, - /2)

A:

Q: -3(t+21)

A:

Q: 2x? - Зу? - 422 - 12х - бу- 21 - 0 de

A:

Q: No

A:

Q: fes) -5- PINO

A: The given function is fx=9x2-5x2x+1 To find first derivative of the given function

Q: In(æ) -de (2)/ 1

A:

Q: find general form for -5,-7,-9

A: Here is the solution

Q: - 0 then 6.

A:

Q: x²dx (4-х?)2

A:

Q: - 4 x + y= 28

A:

Q: -1 1 2 3 2)

A: Given is a graph. we have to find the limits from the graph.

Q: Enter a set of parentheses to make the equation =-8    6+3•2-4/2•5+8

A:

Q: Find A when -1 (247+[ [ -2 1 23 4 2 4

A: I have taken inverse in both sides

Q: (-b)2+b

A: Given,

Q: -0.5х ix е 15.

A: We need to compute the given integral

Q: Write the first five terms. а, 3 а, %3D2, а, %3D а,, -1, n> 2 a - 1, n > 2 'n-1

A: an=an-1-1 here first two terms are a1=2,  a2=2 now find the remaining 3 terms

Q: Compute (-3,-5, -1) (3,1,-4). (-3,-5, -1) (3,1,-4)= (Simplify your answer.) |

A: (-3,-5,-1)*(3,1,-4) here dot product is given  and we have to multiply this vector  formula use:…

Q: answer 2 and 3

A:

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.