Dont copié formé thé book oh ya dont copié formé thé book cause you Oiil inde up being triste soi remembré not toi copié frome thé book oh ya!translation in english please!
Express the given information as an algebraic equation and simplify: Max has $3.25 in change. He has 5 more dimes than quarters but twice as many nicckles as dimes.
Find an equation of the line that passes thru the given point and has the given slope Express ur answer in slope-intercept form.(8,0), m=-3
Q = 400 - 20p TC = 10 + 5q + q2 Calculate the following: Profit max priceProfit max quantityTR, TC, Profit, and the elasticity at profit max q and p.
-7-(-4) keep change changekeep the -7 change the - to + and change the -4 to +4 so the question is going to-7 + 4= -3
Find (a) the equation of a line that is parallel to the given line and includes the given point, and (b) the equation of a line that is perpendicular to the given line through the given point. Write both answers in slope-intercept form. y = -4x + 2, (5, 4)
x+4/2 - x-1/5 + 2x+5/10 another is 3b/7a - a/2b + 3a^2-2b^2/14ab another is 2x-y/3x+y + 5x/2y this is an rational algebraic expression my topic is all about sums and differences of rational algebraic expression please answer this please HELP ME!
You have been asked to carry out an audit on the types of information used within a business in order to report back to management on the range of information used, the ways in which it is used, and the appropriateness of information used in decision making. Write a report to sh...
write an algebraic expression for the given information. The area of a rectangle whith sides "b" yards and b-6yards.Area of a rectangle is: A=LWWhen I work the formula I put this:A= LW A=B*(B-6) This seems to be the right answer, just want to make sure. Thanks to all for suc...
find the lcd of this rational algebraic expression 4/x+2,2/2-x,3/4-x^2 another rational algebraic expression you will also find the lcd 5/y+5,3y/2y+10,2/y+10
An algebraic closure of a field F is a field K such that: 1) K/F is an algebraic field extension, and 2) every nonconstant polynomial in K[x] has a root in K. If K is an algebraic closure of F, prove that every polynomial p(x) ∈ F[x] splits in K[x].
1-AND PRODUCTION sum of roots of the equation :X²-X-6=02-FOR what values of A the equation has no solution ax ² +3 x-7 = 03-For what values of x the equation has 2 solution X²-X+C=04-Solve the equation (X-1)²-4=05-Solve the equation a)2/2 x^(-3)=2√2b)3^(x^2-2x)=27c)5/25 x...