Use Pascal's triangle to expand each binomial. (x – 5y)s O us - 5ytx + 25y³r² – 125y²x³+ 625yx* – 3125x O xs + 5x4y + 1Ox³y² + 10x²y³ + 5xy 5.xy* + y5 x* – 25x*y + 250x³² – 1250x²y³ + 3125xy4 - 3125y tS – 5xty + 25x³y² – 125x?y³+ 625xy* – 3125y

Q: Expand the expression using the Binomial Theorem: x5+ 405 x+ 270 (3x - 1)5 = 243 15 x+ 1 x³+90 x² +

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Q: Step 3 Write the two binomial factors so that the first term of each factor is x and the second…

A: To write the complete factorization of

Q: Use the Binomial Theorem to expand the binomial (x + 3y)3 and express the result in simplified form.

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Q: Simplify each expression. 1) (-3.x* + x²)+ (6x² - 2x + x*) 2) (5n + 2n*) - (4n³ – 4n* – 7n)

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Q: he LCD of 7/6x and 8/3x+12

A: LCD is the lowest common multiple of the denominators of a set of fraction .

Q: Find the indicated term of the binomial expansion. (p^3+3q)^7 find the term containing p^12

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Q: let a = 3^4 7^3 11^2 13^5 and b = 2^6 5^2 7^2 11^3 13^4 Determine the values of (a,b) and [a,b] and…

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Q: The figure below shows that 4 one-inch segments are needed to make a 1 × 1 square, 12 one-inch…

A: 1×1 square require 4 one inch  segments 2×2 square require 12 one inch  segments 3×3 square requires…

Q: Find the coefficient of x33 in the binomial expansion of (2x3 + 3x2)13

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