`a, = (x-1)(x-2) ... (x-49)(x-50) ... (x-99)(x-100)`
`= (50-1)(50-2) ... (50-49)(50-50)...(50-99)(50-100)`
`= 0`.
`b, 13a + 19b + 4a - 2b`
`= 17a + 17b`
`= 17(a+b)`
`= 17 xx 100`
`= 1700`
a)
= (x - 1) (x - 2) ... (x - 49) (x - 50) ... (x - 99) (x - 100)
= (50 - 1) (50 - 2) ... (50 - 49) (50 - 50) ... (50 - 99) (50 - 100)
= 0
b)
= 17a + 17b
= 17(a + b)
= 1700
a,=(x−1)(x−2)...(x−49)(x−50)...(x−99)(x−100)a,=(x-1)(x-2)...(x-49)(x-50)...(x-99)(x-100)
=(50−1)(50−2)...(50−49)(50−50)...(50−99)(50−100)=(50-1)(50-2)...(50-49)(50-50)...(50-99)(50-100)
=0=0.
b,13a+19b+4a−2bb,13a+19b+4a-2b
=17a+17b=17a+17b
=17(a+b)=17(a+b)
=17×100=17×100
=1700