The simplest and most obvious sequence is given by the formula:
X[n]=136 - n*7
This gives X[11]=59.
299
128
115% = 1.15 = 1150/1000 = 23/20 = 13/20
a1 = 8 a9 = 48 so 8*d = 40 so that d = 5 And so a23 = 8 + 5*23 = 8 + 115 = 123
It can be almost any pattern. For example, Un = 120+n or Un = 115+2n or Un = 110+3n etc. Or, (1/25)*5^n or (1/78125)^5^2n etc.
333
Well, by definition a "random number sequence" is random; i.e. you cannot find out the next term.However if you're just trying to find the formula for a "number sequence" (not random):1) look at what you have to do to get from one number in the sequence to the next - example the initial difference between the numbers may give a sequence such as "+4, +6, +8, +10", this then gives a sequence of "+2, +2, +2 etc." - this does help to to find out the formula for the sequence.2) write down the "term numbers" (call this "t") above or below the sequance, (i.e. 1st term, 2nd term etc.) and see what you have to do to get from the term number to the sequence number. i.e "3t-1", "t squared minus 3" etc.
299
128
You can simplify the term by approximation! Here is the approach: Let y = √x = x^(½). Then, dy/dx = ½ * x^(-½) = 1/(2√x) Select 115² to be x. Then, we obtain: y = 115 dy/dx = 1/(2 * 115) = 1 / 230 Therefore, we obtain this equation: y - 115 = 1/230 * (x - 115²) If x = 13144, then we have: y - 115 = 1/230 * (13144 - 115²) y = 1/230 * (13144 - 115²) + 115 ≈ 114.65 OR What you can do is to factor out each term by term and extract the perfect square factor out of the √. For instance: √(13144) = √(4 * 3286) = 2√3286
115% = 1.15 = 1150/1000 = 23/20 = 13/20
To find the nth term of the sequence 104, 93, 82, 71, we need to determine the pattern or formula that governs the sequence. In this case, the sequence is decreasing by 11 each time. Therefore, the nth term can be expressed as 115 - 11n, where n represents the position of the term in the sequence.
a1 = 8 a9 = 48 so 8*d = 40 so that d = 5 And so a23 = 8 + 5*23 = 8 + 115 = 123
It can be almost any pattern. For example, Un = 120+n or Un = 115+2n or Un = 110+3n etc. Or, (1/25)*5^n or (1/78125)^5^2n etc.
always start in the middle and work outwards,, head stud torque is 115 then 145
The address of Mauritius consulate in Mumbai is Mittal Tower C Office No 115, 11th Floor Nariman Point Mumbai 400021 India
115 plus 115 = 230