q.6 part 3 please answer this by filling in each blank box, thank you. Step 2Substitute x = u5, y = 3, and n = 5 into the formula for (x + y)".(w75 + 3)*sCo (u75)° + s€; (u7s)@l(3) + 5C2 (u7/5)° (3)² + 5C3 (u7/5) (3)3 + 5CsC5 (3)5= 5-0Step 3n!Now use the formula „C, =to find all the binomial coefficients present in the expansion of(n - r)!r!(75 + ).5!5Co =5! · 0!= 15!5C14!1!5!5C2%3D3! · 2!5C3 =2!· 3!5!5C4 =1! · 4!= 55C5 =5!O! · 5!

Name: q.6 part 3 please answer this by filling in each blank box, thank you.
Uploaded: 2024-03-20T07:07:12.000Z
Channel: Bartleby
Description: q.6 part 3 please answer this by filling in each blank box, thank you. Step 2Substitute x = u5, y = 3, and n = 5 into the formula for (x + y)".(w75 + 3)*sCo (u75)° + s€; (u7s)@l(3) + 5C2 (u7/5)° (3)² + 5C3 (u7/5) (3)3 + 5CsC5 (3)5= 5-0Step 3n!Now use

For Crn=n!(n-r)!·r! here n!=1×2×3××...×(n-1)×n

Math

Algebra

Substitute x = u?/5 °, y = 3, andn = 5 into the formula for (x + y)". ) + sC2 (u?7s)° (3}² + sC3 (u78)² (3)³ + sc_ + 5C, ,7/5 + 5C5 (3)5 Step 3 n! Now use the formula „C, = to find all the binomial coefficients present in the expansion of (n - r)!r! (u75 + 3)". 5! 5C0 5! · 0! = 1 5! 5C1 = 4! · 1! 5! 5C2 = 3! 2! 5! 5C3 = 2! · 3! 5! 5C4 = 1!: 4! = 5 5! 5C5 O! · 5! 1