math
posted by kozy .
Factor the expression 4x^220xy+25y^2
into a product of binomials

(2x5y)(2x5y)
It can't get easier than this.
Respond to this Question
Similar Questions

math
Consider the following binomials. A=(x^2+5x) B=(6x+30) Part 1: Factor each binomial by finding the GCF. Then, add the two factored binomials to make a single expression. Part 2: Now add the original forms of binomial A and B together … 
math
Consider the following binomials. A=(x^2+5x) B=(6x+30) Part 1: Factor each binomial by finding the GCF. Then, add the two factored binomials to make a single expression. Part 2: Now add the original forms of binomial A and B together … 
Algebra
How come when you find the square of the binomial (2x5y)^2, the answer is 4x^220xy+25y^2 (according to my book)? 
algebra
Factor the expression 16x^272xy+81y^2 into a product of binomials. 
algebra
Factor the expression 25x^260xy+36y^2 into a product of binomials. 
algebra
factor the expression a^26ab+9b^2 into a product of binomials 
algebra
factor the following expression into a product of two binomials. 64x^264x+16 
intermediate algebra
Factor the expression 64a^216ab+b^2 into a product of binomials 
intermediate algebra
Factor the expression 25x^2 60xy+36y^2 into a product of binomials 
Alg I
Factoring ax^2 + bx + c Find two different values that complete each expression so that the trinomial can be factored into the product of two binomials. Factor your trimonials. 4n^2+ __n  3 Please explain and solve.