Question

Expand (x+3)^6 using pascal's triangle

Answer 1

first lets start with
are you familiar with pascal's triangle

Answer 2

what are substituting x for

Answer 3

this is what is known as a pascal's triangle

it goes on and on and on

Answer 4

now lets say we have

(x+n)^3

if we expanded it we would get

a x^3+b x^2 n +c x n^2 +d n^3
where the values of a, b, c, d correspond to the numbers on the 4th row

so a =1, b=3, c=3, and d =1

Answer 5

another example

(x+n)^5
expanded, it would look like \[ax^5 +bx^4 n +cx^3 n^2 +dx^2n^3+ exn^4+fn^5\]
where the values of a,b,c,d,e,and f, correspond to the values on the 6th row

so a= 1 b=5 c=10 d=10, e=5, f=1

Answer 6

so in your case,
(x+3)^6

expand it,

and use the values on row 7


FYI- "n" from the examples is just a variable and can be any number you want it to be
in your case, n =3

Answer 7

ironic how ur name is "completeidiot" but ur smart

Answer 8

that's the joke