Find the value of K such that the following trinomials can be factored over the integers: 1. 36x^2+18x+K 2. 3x^2  16x+K
93,331 results
alegebra
1. What is the factored form of 4x 2 + 12x + 5? (1 point) (2x + 4)(2x + 3) (4x + 5)(x + 1) (2x + 1)(2x + 5) (4x + 1)(x + 5) 2. What is the factored form of 2x 2 + x – 3? (1 point) (2x + 3)(x – 1) (2x + 1)(x – 3) (2x – 3)(x + 1) (2x – 1)(x + 3) 3.

Math
2. The sum of the reciprocals of two consecutive positive integers is 17/72. Write an equation that can be used to find the two integers. What are the integers? Steve helped me yesterday and gave me the hint 8+9=17. Then I thought about it and saw 8*9=72,

Math
The sum of four consecutive even integers is the same as the least of the integers. Find the integers. I'm not sure how to solve it and put it in an equation!

Algebra
x^2 + kx  19 Find all values of k so that each polynomial can be factored using integers.

Math
Determine 2 values of k so that trinomials can be factored over integers 36m^2 + 8m + k and 18x^2  42y + k.

math
The sum of the reciprocals of two consecutive even integers is 11/60. Find the integers....... 1/n + 1/(n+2) = 11/60 what is the question? the question is, "What is the value of the integers? I will be happy to critique your work. We don't do it for

Math, Please Help
1) Given the arithmetic sequence an = 4  3(n  1), what is the domain for n? All integers where n ≥ 1 All integers where n > 1 All integers where n ≤ 4 All integers where n ≥ 4 2) What is the 6th term of the geometric sequence where a1 = 1,024 and

Math
Sum of 2 consecutive integers is 59. Write an equation that models that situation and find values of both integers

quad. eq.
find 3 consecutive integers such that the product of the second and third integer is 20 Take three integers x, y, and z. The for xyz, we want y*z = 20 The factors of 20 are 20*1 10*2 5*4. 20*1 are not consecutive. 10*2 are not consecutive. But 5 and 4 are

math
Match each polynomial in standard form to its equivalent factored form. Standard forms: 8x^3+1 2x^4+16x x^3+8 the equivalent equation that would match with it (x+2)(x2−2x+4) The polynomial cannot be factored over the integers using the sum of cubes

math
The sum of 4 consecutive odd integers is 104. Find the integers with x for unknown numbers.

Pre Calc 12
Four consecutive integers have a product of 360 Find the integers by writing a plynomial equation that represents the integers and then solving algebraically.

Algebra
The sum of the squares of two consecutive positive even integers is one hundred sixtyfour. Find the two integers.

Math
The sum of four consecutive even integers is the same as the least of the integers. Find the integers. Help please!

Algebra
There are three consecutive integers the square of the largest one equals the sum of the squares of the two other.Find the integers

algebra
Find the complex zeros of the polynomial function. Write f in factored form. F(x)=x^38x^2+29x52 Use the complex zeros to write f in factored form F(x)=____(reduce fractions and simplify roots)

algebra
the sum of 2 integers is 41.when 3 times the smaller is subtracted from the larger the result is 17. find 2 integers

Math
Two even integers are represented by 2n and 2n+2. Explain how you can find the value of those integers if their sum is 14. Name the integers.

Algebra
The sum of 3 integers is 194. the sum of the first and second integers exceeds the third by 80. The third integer is 45 less than the first. Find the three integers

Math
Find the value of K such that the following trinomials can be factored over the integers: 1. 36x^2+18x+K 2. 3x^2  16x+K

Algebra II
The sum of the reciprocals of two consecutive positive integers is 17/12. Write an equation that can be used to find the two integers. What are the integers?

Algebra
he sum of three integers is 193. The sum of the first and second integers exceeds the third by 85. The third integer is 15 less than the first. Find the three integers.

Algebra II factoring
I need help. i am having trouble factoring trinomials into binomials. an example problem is 4n^25n6 can someone show me step by step how to factor these kind of problems easily? Take the coefficient of your quadratic term in this case 4 and multiply it

Math
State whether each expression is a polynomial. If the expression is a polynomials, identify it as a monomial,a binomial, or a trinomials. 1.7a^2b+3b^2a^2b 2.1/5y^3+y^29 3.6g^2h^3k Are these the right answers? 1.Yestrinomials 2.No 3.Yes monomials.

algebra
Five times the smallest of three consecutive odd integers is ten more than twice the longest. Find the integers. The sum of three integers is one hundred twenty three more than the first number. The second number is two more than the first number. the

math
Consecutive integers are integers that follow each other in order (for example 5, 6, and 7). The sum of three consecutive integers is 417.Let n be the first one. Write an equation that will determine the three integers.

algebra
the sum of three integers is 220. The sum of the first and second integers exceeds the third by 94. The third integer is 55 less than the first. Find the three integers.

Math
1) Given the arithmetic sequence an = 4  3(n  1), what is the domain for n? All integers where n ≥ 1 All integers where n > 1 All integers where n ≤ 4 All integers where n ≥ 4 2) What is the 6th term of the geometric sequence where a1 = 1,024 and

MORE MATH
What is the factoring by grouping? When factoring a trinomial, why is it necessary to write the trinomials in four terms? I will be happy to critique your thinking on this. I do not understand to even answer it? How do we determine the common factors in an

Algebra
1) Given the arithmetic sequence an = 4  3(n  1), what is the domain for n? All integers where n ≥ 1 All integers where n > 1 All integers where n ≤ 4 All integers where n ≥ 4 2) What is the 6th term of the geometric sequence where a1 = 1,024 and

math
Find the sum of the first one thousand positive integers. Explain how you arrived at your result. Now explain how to find the sum of the first n positive integers, where n is any positive integer, without adding a long list of positive integers by hand and

algebra
If the first and third of three consecutive odd integers are added, the result is 69 less than five times the second integer. Find all three integers.

math
Two positive integers aer in the ratio 2:5. If the product of the two integers is 40, find the larger integer.

algebra 1 help
find all values of k so that each polynomial can be factored using integers 1) x^2+kx19 2) x^28x+k, k>0

math
i don't get this question consecutive integers are integers that differ by one. you can represent consecutive integers as x,x+1,x+2 and so on. write an equation and solve to find 3 consecutive integers whose sum is 33

Integers
The larger of two positive integers is five more than twice the smaller integer. The product of the integers is 52. Find the integers.

algebra
Find all positive values for k for which each of the following can be factored. x^2+3x+kthe coefficent of the middle term is 3 3=2+1 k=2*1=2 did i do this right This one I had no Idea where to start can some one please explain it to me x^2+xk The second

math
the product of 2 consecutive integers is 156. find the integers. I found them mentally 12 and 13 but, how do I find them while solving?

college math question
Find the GCD of 24 and 49 in the integers of Q[sqrt(3)], assuming that the GCD is defined. (Note: you need not decompose 24 or 49 into primes in Q[sqrt(3)]. Please teach me . Thank you very much. The only integer divisor of both 24 and 49 is 1. I don't

Algebra
Simplify the expression (3y+1)^2 + (2y4)^2 I would start by expanding the two sets of parentheses, then combining like terms. Then take a look at the results and see if it can be factored or otherwise simplified. For example, the first one is 9y^2 + 6y

Precalculus 11
The sum of the squares of three consecutive integers is 149. Find the integers. I got 6,7,8 or 6,7,8 There's no reason why it would specifically be one or the other right? It could be either? Thanks!!

Math
Determine 2 values of k so that trinomials can be factored over integers 36m^2 + 8m + k and 18x^2  42y + k.

Factoring Polynomials
The book says: Find three different values that complete the expression so that the trinomial can be factored into the product of two binomials. Factor your trinomials. 4g^2+___g+10 Okay, I tried Hotmath, but it didn't explain ALL the steps. I just simply

algebra
Find all integers b so that the trinomial 3x^2 +bx + 2 can be factored.

Algebra 2
Well I'm curently taking this class as a sophmore and have taken geometry freshmen year of high school and also I am taking physics at the same time and in math class when I'm asked to factor i go absolutley nuts because guessing numbers is just no my

dpis
36x^2+8x+K,find the value of k such that each trinomial can be factored over the integers

Algebra 1
Find all values of k so each trinomial can be factored using integers. 3s^2 +ks  14

Math
Can somebody please explain to me how to factor trinomials that contain two unknown variables and are complex sum & product?? Examples: 2x^2 + 13xy + 15y^2 11x^2 + 14xy + 3y^2 I understand how to factor trinomials that only have x as the variable, but

math (factoring quadratic trinomials)
i am doing factoring with quadratic trinomials, And I don't understand any of it! The problem im working on is 5p222p+8 I factored it out to be (5p220p)(40p22p) I am so stuck, can anyone help

math
wat are trinomials http://dictionary.reference.com/search?q=trinomials&r=66

MATH
For all integers a, b, c, and d, which of the following is a factored from of ab + ac + db + dc a) (a + d)(b + c) b) (ad + db) + (ac + dc) c) (a + c)(d + b) d) (ab)(cd) e) (a + b)(c + d)

Math Algebra
I’m working on factoring trinomials of the form ax2 + bx + c & perfect square trinomials. This chapter explains that a further method will be needed to conduct a trial and check process, in which the middle term is the sum of the products. Here’s the

Algebra
For all integers a, b, c, and d, which of the following is a factored from of ab + ac + db + dc Is this correct: (a + d)(b + c)

algebra 2
Factor completely with respect to the integers. 1. 9x^2  4 2. x^3 + 64 3. 200x^2  50 4. 8x^3  64 5. x^3 + x^2 + x + 1 6. x^3  2x^2 + 4x  8 7. 2x^3 + 4x^2 + 4x + 8 8. 2x^3 + 3x^2 32x  48 9. 7x^3 + 14x^2 + 7x 10. 6x^3  18x^2  2x +6 11. 3x^4  300x^2

Math
For which integral values of k can 4x^2+kx+3 be factored over the integers?

Math
determine one value of c that allows the trinomial cy^2 + 36y  18 to be factored over the integers

Algebra 1
The architect must factor several trinomials the are of the form x2 mx + n, where m & n are whole numbers greater than zero. She wonders if any of these trinomials factor as (x+a)(x+b), where a > 0 and b < 0. Is this possible? Why or why not? I do not

Algebra
For each of the following expressions, determine all of the values of k that allow the trinomial to be factored over the integers. A) x^2 + kx  19 B) 25x^2 + kx + 49 C) x^2 + kx + 8

Algebra
One of the polynomials below cannot be factored using integers. Write “prime” for the one trinomial that does not factor and all the factors for the two that do. a) x2– 5x + 6 b) x2+ x + 6 c) 2x2– 2x + 12

math
Which equation shows p(x)=x6−1 factored completely over the integers? (Hint: You will need to use more than one method to complete this problem.) p(x)=(x3+1)(x3−1) p(x)=(x2−1)(x4+x2+1) p(x)=(x−1)(x2+x+1)(x+1)(x2−x+1) p(x)=(x−1)(x+1)(x4+x2+1)

Math
2x(x+3) = 0 Is there a way to solve that using the below methods? Substitute zero for f(x) and find the roots of the resulting equation, or graph the function and determine the xintercepts of the graph. Finding the roots of a single variable equation may

Math
x^2+xk find all positive values for k, if it can be factored Allowed values of k for for the expression to be factorable with integers are a*(a+1) where a is an integer equal to 1 or more. For example: 2, 6, 12, 20... The factors are (xa)(x+a+1) There

PreCalc/Trig
Please check the first and help with the secondthank you Find all possible rational roots of f(x) = 2x^4  5x^3 + 8x^2 + 4x+7 1.I took the constant which is 7 and the leading coefficient which is 2 and factored them 7 factored would be 7,2 2 factored

Mat 117
•I am having trouble figuring out this question. Why is (3x + 5) (x  2) + (2x  3) (x  2) not in factored form? Show specifically how to find the correct final factored form. What is this factoring method called? Please help. Thank you.

Algebra
The larger of two positive integers is five more than twice the smaller integer. The product of the integers is 52. Find the integers. Must have an algebraic solution.

Math
When you solve questions like "The sum of 3 consecutive integers is 147. Find the integers." do you find consecutive even integers and consecutive odd integers the same way?

Math
Is i^2=1 for how many integers N is (N+i)^4 an integer? so far i have factored out (N+i)^4 to be ... n^4+2n^2+1 i would suggest checking that, but from there i don't know where to go...doesn't it work for every integer?

MATH,HELP
Can someone show me how to even do this problem. Find all positive values for K for which each of the following can be factored. x^2 + x  k News flash: It can be factored with any term (although the roots may not be real roots). Now if you mean factored

Math
This is the second part of a two part question for an online class. It gave me the degree and the zeros and I had to give the factored form. I got that part right, but I need to know how to get the expanded form from the factored form. I have several more

Algebra 1
How exactly do you find/solve a Perfect Square Trinomials and factoring them?

math
the sum of 3 consecutive integers is the same value as twice the greatest of the integers. Find the 3 integers.

math
i don't get this question consecutive integers are integers that differ by one. you can represent consecutive integers as x,x+1,x+2 and so on. write an equation and solve to find 3 consecutive integers whose sum is 33 how do you solve this

mat117
Factor each expression a^2(bc)16b^2(bc) Help show me how (bc) appears in both terms and can be factored out, giving you (bc)(a^216b^2) Now note that the second term can also be factored since it is the difference of two perfect squares. (a^216b^2) =

math
can this be simplified further? x^4+2x^3+4x^2+8x+16 Unless you are asking if the statement can be factored, the answer to your question is "no". Only variables with the same exponents can be added together. you mean this could be factored? how?

A number thoery question
Please help me! Thank you very much. Prove Fermat's Last theorem for n=3 : X^3 + Y^3 = Z^3 where X, Y, Z are rational integers, then X, Y, or Z is 0. Hint: * Show that if X^3 + Y^3 = Epsilon* Z^3, where X, Y, Z are quadratic integers in Q[sqrt(3)], and

math
Which expression correctly shows p(x)=27x3+45x2−3x−5 factored completely over the integers? (Hint: You will need to use more than one method to complete this problem.) (3x−5)(9x2−3x+9) (3x−5)(9x2+3x+9) (3x+5)(3x+1)(3x−1) (3x+5)(9x2−1)

algerbra
Find the GCF of each product. (2x2+5x)(7x  14) (6y2 3y)( y+7) When the term "Greatest Common Factor" is used, it applies to a pair of numbers. The terms you have liated are polynomials that have already been factored. They could be further factored into

Algebra
Find all positive values for k for which each of the following can be factored. X^2xk (Your answer seems to be the same as the other problem x^2+xk ) Is this correct too? Consider your equation to be in the form ax^2 + bx = c = 0. It can be factored

calculusplease help!!
find the complete zeros of the polynomial function. Write f in factored form. f(x)=3x^410x^312x^2+122x39 **Use the complex zeros to write f in factored form.** f(x)= Please show work

math
A. Four times one odd integer is 14 less than three times the next even integer. Find the integers. B. The average of four consecutive odd integers is 16. Find the largest integer. C. When the sum of three consecutive integers is divided by 9 the result is

college math
I do not understand a problem from a text book or how to solve the problem for the answer. Could shomeone show me the steps (show work) on how to solve this question. The sum of the intergers from 1 through n is n(n+1)/2. the sum of the squares of the

math
Which expression correctly shows p(x)=9x5−9x2 factored completely over the integers? 9x2(x2+1)(x2−1) (x−1)(x2+x+1) 9x2(x−1)(x2+x+1) 9x2(x2−2x+1) is it (x−1)(x2+x+1)

Calculus
I wanted to know how you would know that 4x^2 + 2x +90 / x5 would be able to factor down to (x5)(4x18)/x5 By looking at 4x^2 + 2x +90 / x5 , I would never think that it could be factored down to (x5)(4x18)/x5 How should I approach it so I know

help!!!!!!!!!!
When factoring a trinomial, why is it necessary to write the trinomials in four terms?" You keep posting this without any thinking. Can this be factored in four terms? 10x^5 + 2x + 17 Perhaps you are meaning factoring the "quadratic" (a polynomial of

math
Factor 2x²+13x+40 I thought with this sort of problem you are supposed to multipy 40 by 2 and get 80 and then come up with two factors that equal 13. If this doesn't work, you are supposed to factor out a number/variable. Since neither of these methods

math
please help me simplify (x^3+8)/(x^416). thanks. The denominator is cleary the differerence of two squares (X^24)(x^2+4). That can again be factored to (x+2)(x2)(x^2+4). The numerator can be factored using the trinomial simplification..

Find the sum of thuis question
Can someone find the sum for this equation please. (X^2)/(X^216)=(5X+4)/(X^216) I don't think it is finding the sum, but I can simplify the equation. (X^2)/(X^216)=(5X+4)/(X^216) First, multiply both sides by X^16. X^2 = 5X+4 Subtract 5X+4 from both

precalculus
find the complex zeros of the polynomial function. write F in the factored form. f(X)=x^37x^2+20x24 use the complex zeros to write f in factored form. f(x)= (reduce fractions and simplify roots)

Algebra
I have to figure out how x^3+216=0 is factored, and what potential solutions might be. I factored it like this: (x+3)(x+3)(x+24), resulting in the solutions being 3 (double route) and 24. But my book says these are not correct answers. Why not? Can you

Algebra
How can you factor? 1. x^4  4x^2 + 3 2. x^3  2x^2  4x + 8 Thanks 1. set a = x^2 this should simplify your problem once you've factored the expression, substitute x^2 back in for a 2. For our purposes I don't think this expression can be factored.

maths
the non decreasing sequence of odd integers {a1, a2, a3, . . .} = {1,3,3,3,5,5,5,5,5,...} each positive odd integer k appears k times. it is a fact that there are integers b, c, and d such that, for all positive integers n, añ = b[√(n+c)] +d. Where [x]

Math
If the larger of two consecutive integers is subracted from twice the smaller integer, then the result is 21. Find the integers.

Math Algebra
Two times the smallest of three consecutive odd integers is one less than the largest integer. Find the integers

algebra 1
The sum of four consecutive integers is decreased by 30, the result is the fourth integer. Find the four integers.

Algebra
For two consecutive positive even integers, the product of the smaller and twice the larger is 160. Find the integers.

maths
Find the number of positive integers

algebra
Twice the greater of two consecutive odd integers is 13 less than three times the lesser. Find the integers.

Algebra
If the first and third of three consecutive even integers are added, the result is 12 less than three times the second integer. Find the integers.

Maths
Find the number of positive integers

math
Twice the greater of two consecutive odd integers is 13 less than three times the lesser. Find the integers.