The grades are given the fe work, a student at Univer rs of C, and 3 credit hours te the students' GPA

Q: 32six + 25six= 414six + 52six=

A:

Q: t^2+6t+9=0

A:

Q: Multiply (1/3sqrtx-3/2sqrty)^2

A: To multiply

Q: Divide showing your work to receive full credit (a* + 45a +18a?) - 9a

A:

Q: Find / (+62+3) de + C

A:

Q: describe transformations of the grapf y= square root x into y=-2 square root of x + 3, -5 (-5…

A: We need to describe the transformation from y=sqrt(x) to y = -2sqrt(x+3)-5.

Q: Simplify

A:

Q: Find the domain

A:

Q: Find foda + C

A:

Q: Evaluate , (Inx)³dx. 1

A: Given: ∫1e(lnx)3dx Apply integration by parts. ∫1elnx3=xln3(x)-∫3ln2(x)dx1e

Q: Find the exect (-2)^t1

A:

Q: 6 - 7z + 5) dz Find Preview +C

A:

Q: Write x7 - x as a product of linear factors over Z3. Do the same for x10 - x.

A: Given: Z3. To Do: We have to write x7-x and x10-x as a product of linear factors over Z3.

Q: (4x)2

A: To evaluate(4x)2

Q: Multiply (2+x)(4x-3x)

A: Solution: The objective is to multiply the given equation

Q: Find /2e dx + C

A: ∫α f(x)=α∫f(x) ; where 'α' is the constant. ∫eaxdx =1aeax+C

Q: idee if Differentiate implicitly to find p²+p+ 6x=40

A: Given: We have to differentiate implicitly to find

Q: simplify √63x^4y

A:

Q: Evaluate 2x2 +1+2/ dr.

A: First we distribute the x and write using exponents.

Q: Find SR 12 2x +1 5 + 4x

A:

Q: -8x 23

A: Given: -8x3y-623 We know that amn=am×n                                                        ..1

Q: Simplify (5x/y4)-2

A: Given, 5xy4-2

Q: Sex(1+ e2x)³dx

A: Integrate by using substitution

Q: Use increment method V4x + 3

A: Here we have to use the increment method to find the derivative of y=4x+3

Q: Rewrite the following in the form y=a(x-h)^2+k   Y=x^2+7x+10

A: Rewrite the equation in the form of y= a(x-h)2+k.

Q: Make the addition table for ℤ6.

A: Elements of Z6 = {0,1,2,3,4,5}

Q: 7- 7+3 7-2 + 3 北

A: Solution ) ( y + 3 )/( y - 2 ) + ( y - 3 )/( y + 1 )  L.C.M. of ( y - 2 ) ( y + 1) = ( y - 2 ) ( y +…