Expand the following using the pascal's triangle 1. (5+ 2d)3

Q: State the equivalents to (1/x+3) - (2/5x+1)

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Q: When multiplied out, what are the first 4 terms of (x + 3y)0?

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Q: evaluatethe expressions.(b) 811/2

A: Given,          8112

Q: What is the LCD of 17/6x, 11/3x+3

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Q: 2ア+ 2z+ 11 (2ェ+3) (z +4)

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Q: (x+ 2)? + (y- 4)² = 49

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Q: 1. Write (+) with base 2.

A: 1. Write 145  with base 2 .

Q: Find the term indicated in the expansion (x + 2y)6; third term.

A: Find the term indicated in the expansion (x + 2y)6; third term.

Q: 2. Consider the following R code. Some of the output is missing. For (a)-(d), (i) describe what the…

A: R-code:>x<-rnbinom(1000,2,0.2)(a) > sqrt(var(x))(b) > mean(x<=2)(c) >…

Q: Find the 7th and 11th term of the expansion (y − x)^14

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Q: Expand the binomial by using Pascal's Triangle to determine the coefficients. (x - 2y)5

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Q: Find all the integer solutions for x+5/10 (11-clock) Show all your work to answer the problem.

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Q: Compute the following using the methods we learned in class. Final answer should be in scientific…

A: To simplify

Q: Evaluate each of the following expressions. Your answer may be "undefined. (Do not use your…

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Q: Find an odd integer o written as an expression using the variable k with the property that when f is…

A: Here we have given a mapping  which proves that both the sets have same cardinality.

Q: Simplify the radeal expression 6.

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Q: x² + 6x – 1

A: We have to express  x2+6x-1 in the form (x-m)2+n.

Q: 2 x -dx 6. Jo 1-x

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Q: Add. x+1 X + 2 +52 x²+4x-5 x²-1 x(x-1) 2x+1 x(x-1) 2x²-1 x(x-1) x²+3x+1 x(x-1)

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Q: how

A: Please refer to the image below

Q: How many terms are in the expansion of (x – 4y)¹0? 10 20 9 10 11

A: The given expression is .We have to find the number of terms in the expansion.

Q: 7. Explain the steps required to rewrite the following as (a+b)".…

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Q: Calculate a) 13/5x(3/4)/(4/5-1/2)

A: We have to find the product of the multiplication.

Q: Are any of the following expressions are valid? First check the ranks and validity of the operations…

A: (a) Given ∇·∇·v~=∇×∇·v~+∇2v~ here in ∇×∇·v~  ∇·v~ is divergence which is scalar, cross product can…