Answer:
-i
Step-by-step explanation:
So... let us say, we have an integer "a"
a consecutive integer of that can either be a-1 or a+1, since it's before and after "a", anyhow, let us use a+1
so "a" is the smaller one, and a+1 the bigger consecutive integer
twice the smaller, 2*a or 2a
added to
2a +
three times the larger one
the larger is a+1, three times that is 3(a+1)
and that added to 2a +
2a + 3(a+1)
is 96
thus 2a + 3(a+1) = 96
solve for "a", to find the smaller integer
and the bigger, is just a+1
Answer:
5
Step-by-step explanation:
This illustrates the Remainder Theorem. If a polynomial f(x) is divided by x−a , the remainder is the constant f(a) , and f(x)=q(x)⋅(x−a)+f(a) , where q(x) is a polynomial with degree one less than the degree of f(x) . Synthetic division is a simpler process for dividing a polynomial by a binomial.