Rewrite each given equation as
where each of the last equalities follows from the change-of-base identity,
for any base <em>b</em> > 0 and <em>b</em> ≠ 1. I picked the natural base, <em>e</em>.
Then
as required.
Answer:
hi
Step-by-step explanation:
Step 1
Let the first consecutive integer be n
Then the second will be n+1
The third will be n+2
Step 2
Write an inequality for the problem
Step 3
Solve the inequality
Step 4
Find the possible set of three integers to satisfy the inequality.
One possible set of three integers that satisfy the inequality is;
{4,5,6}
3+5ac=Q subtract 3 from both sides
5ac=Q-3 divide both sides by 5c
a=(Q-3)/(5c)
Yes
[5.5+(-2.3)] can be rearranged to be 5.5-2.3. It will be 3.2
(-5.5+2.3) can be rearranged to be 2.3-5.5. It will be -3.2
3.2-3.2=0