The quarterly sales figures for the number of shoes (pairs) sold at a shoe shop is shown on the table below.

Q: simplify (x^5/3 y^-2)^0

A: To Simplify: x53y-20 Concept: Expotential Identity:i. x·yn≡xn·ynii. xmn=xmn, for x≠0 or m≥0iii.…

Q: 3 V1+x3 -dx x-2

A: Given:      ∫1+x33x-2dx      =∫x2 x3+13dx substitute u=x3+1                 dudx=3x2→dx=13x2du

Q: What is the value of i^9

A:

Q: Simplify

A:

Q: evaluate z=4^5+3i

A:

Q: 2 U Sint x cast xdX

A: Solution is given below:

Q: write in standard form  x=-2y^2-12y-14

A: to find:- standard form of parabola equation.

Q: Simplify the expression using appropriate identities (2x-y)(2x+y)(4x^2+y^2)

A: Given expression, 2x-y2x+y4x2+y2

Q: x^-6y^-3/x^-2y^-7 simpify using postive exponents only

A: Given : x-6y-3x-2y-7

Q: 0.60 can be written as

A: 0.60 can be written as, 60/100 = 3/5 So, 0.60 can be written as 3/5

Q: xpx -3x

A: The given integral is ∫e-3x dx. Let -3x=u. Then, dx=-13du.

Q: find the difference quotient  y=x^2+x

A:

Q: Subtract 93 - 48.  Describe each step of what you do, justifying your work using place value.

A:

Q: Integrate x2

A:

Q: Find each product. Assume all variables represent positive real numbers -4 k\left(k^{7 / 3}-6 k^{1 /…

A: -4 k ( k73  - 6 k13)⇒-  4 k ×k73 + 24 k ×k13⇒ - 4 k73+ 1  + 24 k13+1 ⇒- 4 k103 + 24  k43 Hence…

Q: Integrate the function. x^2+2xdx

A:

Q: Find y  y^2 - 81 = 0

A: