Expanding Binomials Using the Pascal Triangle

To complete the 23th degree binomial expansion, which row of pascal's triangle would you need to use?

• 23rd

• The triangle doesn't go that high

• 24th

• 22nd

Tags

AII.9-12.7.B

P.9-12.5.F

What is the 11th row from the top of Pascal's triangle

Tags

AII.9-12.7.B

P.9-12.5.F

According to Pascal's triangle, you would multiply the fourth term of the 8th degree binomial expansion by the number __________.

Tags

AII.9-12.7.B

P.9-12.5.F

According to Pascal's triangle, the number of terms in a binomial expansion of degree 19 is ____________.

Tags

AII.9-12.7.B

P.9-12.5.F

To find the values of the interior triangles of pascal's triangle, you find the ________________ of the triangles above it

• product

• quotient

• difference

• sum

Tags

P.9-12.5.F

The second number in each row corresponds to the...

• ...first term of the binomial prior to expansion

• ...row number

• ...power of the expansion

• ...degree of every term in the expansion of (a+b)

• ...coefficient of all terms in the expansion

The top row of pascals triangle is row