a[25]=1.7, d=0.6
In general,
a[n] = a[1] + d(n-1)
1.7 = a[25] = a[1] + 0.6(25 - 1)
a[1] = 1.7 - 0.6(24) = -12.7
a[n] = -12.7 + 0.6(n - 1)
Answer a[1]=-12.7
Filling in the boxes,
a[1]=-12.7, a[2]=-12.1, a[3]=-11.5, a[4]=-10.9, a[5]=-10.3, a[6]=-9.7
check that last one with the formula, a[6]=-12.7-.6(6-1) = -9.7, good
we're asked for a recursive formula, which is easier,
Answer: a[n] = a[n-1] + 0.6
---------------------
a[n] = a[1] + d(n-1)
a[23] = 21 = a[1] + 22d
a[43] = 61 = a[1] + 42d
Subtracting,
40 = 20d
d = 2
21 = a[1] + 22(2)
a[1] = 21 - 44 = -23
Answer: a[1] = -23, a[n] = a[n-1] + 2
Check: a[n]=-23 + 2(n-1) at n=43 gives a[43]=-23 +2(42) =61, good
Answer:
11x^2 + 10x + 5
(To get answers from problems like this you must factor in everything and add them together to get your final answer.)
Answer:
I only have the answer for B
Step-by-step explanation:
This is the answer: 1st blank: 7y
2nd blank: 9
3rd blank: 42xy
Step-by-step explanation: A term can be a number, a variable, or a number times one or more variables.
So in this expression, the terms are +2n, +5, -3p, and +4q.
This means that there are <u>4</u> terms.
Answer:
0.5.15
Step-by-step explanation:
im not sure if its right sorry