Binomials
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Evaluating Binomial Coefficients Video Clip
Evaluating Binomial Coefficients
Video Clip Length: 1 minute 19 seconds
Video Clip Views: 36295
algebraic equations, algebraic expressions, algebraic fractions, binomial coefficients, binomial expansion, binomials, coefficients, equations, evaluating binomial coefficients, expressions, polynomials
Evaluating Binomial Coefficients 2 Video Clip
Evaluating Binomial Coefficients 2
Video Clip Length: 49 seconds
Video Clip Views: 27059
algebraic equations, algebraic expressions, algebraic fractions, binomial coefficients, binomial expansion, binomials, coefficients, equations, evaluating binomial coefficients, expressions, polynomials
Identifying The Polynomial Monomial Binomial Trinomial Video Clip
Top Binomials Word Problems

Long Polynomial Division (#3832)
How is dividing a polynomial by a binomi... ...vision you learned in elementary school?
binomials, long polynomial division, polynomials

Kattya has a square garden (#509)
Kattya has a square garden. When she inc... ...ensions of her garden before the change?
binomials, foil method, polynomials

Evaluating Binomial Coefficients (#6100)
Find the coefficient of y^6 in (2x3y^2)... ...nd the coefficient of y^6 in (2x3y^2)^6
algebraic equations, algebraic expressions, algebraic fractions, binomials, coefficients, equations, evaluating binomial coefficients, expressions, polynomials
See All Binomials Word Problems
Homework Help Questions
 (32r)(23r)
 (y12)(y+4)
 (5x6)(x+2)
 (2x+5)(3x1)
 4x^{2} + 5x  6 = 0
 (x+3)(x12)
 (4x3y) (4x3y)
 find the value of the coefficient of 1/x in the expansion (2x  1/x)^5
 [y+(42x)]2
 The width of a rectangular painting is 3 in. more than twice the height.
a frame that is 2.5 in. wide goes around the painting.
a) write an expression for the combined area of the painting and frame.
b) use the expression to find the combined area when the height of the painting is 12 in.
c) use the expression to find the combined area when the height of the painting is 15 iin.
 A polynomial in x has degree 3. The coefficient of x2 is 3 less than the coefficient of x3. Te coefficient of x is three times the coefficient of x2. The remaining coefficient is more than the coefficient of x3. The sum of the coefficients is 4. Find the polynomial.
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