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How do you find the length of each side of a cube by just knowing it's area

Just in case, the area is 36 square centimetres-A cube has six square faces, so if the total area is 36 cm^2, then each side is 6 cm^2. Now the area of a square is s^2, where s is the length of a sid

How to find the restricted value for: y/ 2x-1

Studying for final and cant remember how to do this... Thank you!-Set the denominator equal to zero and solve for x. 2x-1=0 2x=1 x=1/2 restricted value is x=1/2

How do you solve this double integral

How do you solve the double integral if f(x,y) = x and the region you are integrating it over is the region in the first quadrant that lies betweenx^2+y^2 = 64 and x^2+y^2 = 8x i know you want to cha

Venn Diagrams Set Notations

Just wondering if anyone could help me with venn diagrams set notations. What does n mean? What does u mean? What does mean? Examples: (A n B) u C A n B n C Thanks.-n is for Intersection and u

1/A=1/B+1/C, solve for A

1/A = (1/B) + (1/C) Multiply by A: 1 = A/B + A/C Multiply by BC (which is the least common denominator): BC = AC + AB Factor out the A: BC = A(C + B) Divide by (B + C): BC/(B + C) = A-1 / A =

Show that n is any odd integer greater than 1, then n^ - n is divisible by 8

^=5-You mean n^5 - n is divisible by 8? Then read the following: n^5 - n = n(n^4 - 1) = n(n-1)(n+1)(n^2 + 1) Now n is odd so n-1 and n+1 are both even as well as n^2 + 1 is even. So there are three tw

Show that Cos 2x = 1 - 2 sin^2 x

Presume you know the formula for Cos(a+b) which is CosA.CosB - SinA.SinB Cos(x+x) = cos(x)*cos(x) - sin(x)*sin(x) Cos 2x = cos^2 (x) - sin^2 (x)= 1- sin^2 (x) - sin^2 (x),since sin^2x + cos^2 x = 1=

Pre-calc question about reciprocals! Please help!

Why is it that the reciprocal of √3 is √(3)/3? Shouldnt it be like 1/√(3)? I dont understand this, and need to, can someone explain it?-1/√3 and √(3)/3 are equivalent. Just rationalize the denominator

3 math questions, help please. 10 POINTS♥

1) 2/5x+1/9 a) 1/15x b) 3+x/9x c) 3+x/45x d) 18+5x/45x 2) 2/3x+4 + 6/x+2 a) 4/2x+3 b) 8/4x+6 c) 4(5x+7)/(3x+4)(x+2) d) 20x+7/3x^2+4x+8 3) 8 + x-4/x+3 a) 8x-32/x+3 b) 9x+20/x+3 c) 8(x-4)/(8x+3) d) 8x

Math question, this is tricky

perform the operations and simplify: 1/ x-y - 2x/x^2-y^2+1/x+y how do i solve this-please show answer and work,thanks!-The first thing to do is simplify the fractions so the term -2x/x^2 becomes -2/x

Calculus Partial Derivatives

Find the partial derivatives of ((108xy-x^2y^2)/(2(x+y)) in respect to x_______________ and in respect to y_____________________ Please necessary work. Thanks-f(x,y) = (108xy - x^2y^2)/(2(x+y) ∂f/

Alberto invested $5,000 at 6% interest compounded annually. What will be the value of Alberto'ss investment af

after 8 years? how would this be solved? thanks-You could use the compound interest formula, which in this case gives A = P(1 + 0.06)^8 = $5,000 x1.593848.... =$7,969.24-5000(1.06)^8 = $7969.24

How to solve this log problem

let log_[b]10=Q, lob_[b]7=U log_[b]sqt(10/343=-log_[b]sqrt(10/343)=0.5*log_[b](10/343) =0.5*((log_[b]10)-(log_[b]343) )=0.5*((log_[b]10)-(3log_[b]7)) because,log_[b]343=log_[b]7^3=3log_[b]7 hence sub

Need a little help with a simple rate of change problem.

Any help would be greatly appreciated...Thanks! Suppose L = 780 + 2t and C = 12 + 8t represent the population (in thousands) of two cities.In how many years will city L have twice as many inhabitants

Trigonometry math question

Solve cscx+2=0 for 0 is -this is the same as sin x= -1/2 ---> x = 7π / 6 or 11π / 6
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