Westerhoffe's Posts
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Hychineson:Exactly. |
The fall of the West imminent. |
Fix the country. Simple as that. |
Ain't this too small compared to footballers', knowing they both run same race around the pitch… Modified: To those quoting me asking which race are they running around the pitch? Let's be honest, referees run along with the ball. If they don't then it's not a match they're refereeing. Normal if they have other businesses or source of income, but still it's still quite low compared to footballers'. |
![]() License for a dog in carton. Dog self come dey observe the situation happily. |
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ahnie:Yea… and mothers, vice versa. |
That Mate of a guy self… |
Barims:The missing 1k is not missing, and the solution lies in the way the question is phrased. The initial debt was 100k, which was split equally between your mum and dad. When you returned 1k to each of them, the total debt reduced to 98k (49k + 49k). The additional 1k that you kept for yourself is not a part of the debt, so adding it to the total debt of 98k is incorrect. So, there is no missing 1k. The correct way to calculate the total amount spent would be: Laptop cost: 97k Borrowed from mum: 50k Borrowed from dad: 50k Total borrowed: 100k Change received: 3k Returned to dad: 1k Returned to mum: 1k Kept for yourself: 1k |
goslowgoslow:Yes… I mean delete the quote and edit your comment. |
goslowgoslow:Bros/Sis, Please kindly delete and edit the quoted. Thanks in advance. |
![]() But, what is the difference between both of them? |
![]() When they said, "Nigerians brace for impact of hardship!" You guy thought they were joking? Soon you will know that Abacha was a very nice man. |
Samunique: ![]() Same way they always do Selection instead of Elections. |
Report him to the police. |
He should go and meet him at his house and fight him, because Facebook evolves around him. ![]() |
Modified: ![]() I don't know she's married o! I'm not a fan of celebrities abeg. I don't even watch Nollywood or Bollywood. So I know a little to almost nothing about Nigerian celebrities. Biko, all those that quoted and mentioned me, please o! Help edit and delete it. |
Goodday90:Even the Yoruba Muslims separated themselves from Yoruba Christians. That's what religion does to hypocrites. |
Kelvin30286063:I thought as much. They know how to path everything. |
![]() Are you sure that wasn't how you bought it? And if it was done by someone else, the person is envying you. |
Most trusted by who? ![]() |
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pennzo:Picture and colour? |
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OK. Let's start by breaking down the given multiplication into individual factors: TWO = 2 FOUR = 4 SIX = 6 So, TWOFOURSIX = 246 = 48 Now, let's find the value of THREEFIVESEVEN: Similarly, breaking down the given multiplication into individual factors: THREE = 3 FIVE = 5 SEVEN = 7 So, THREEFIVESEVEN = 357 = 105 Next, we need to find the value of Y by adding X to 1152: We don't know the value of X yet, but we can see that the given sequence of numbers is following the pattern of saying out the number of consecutive digits in the previous term. So, 1 is "one 1", 11 is "two 1s", 21 is "one 2, one 1", 1211 is "one 1, one 2, two 1s", and so on. So, the next term in the sequence should be "one 3, one 1, two 2s, two 1s", which we can write as 13112221. Thus, X = 13112221. Adding X to 1152, we get: Y = 1152 + X = 1152 + 13112221 = 13113373. Finally, we need to find the value of Z by adding Y to A: We don't know the value of A, but we can see that it is following the pattern of Conway's "look-and-say sequence". Starting with "1", each term is formed by saying the digits out loud and counting the consecutive occurrences of each digit. For example, "1" becomes "one 1" or "11", which then becomes "two 1s" or "21", and so on. So, the next term in the sequence should be "one 3, one 1, two 3s, three 1s, two 2s, one 1", which we can write as 131231132211. Thus, A = 131231132211. Adding A to Y, we get: Z = A + Y = 131231132211 + 13113373 = 131244245584. Therefore, Z is equal to 131244245584. |
Next question please… And you're currently owing me ₦20,000.00k |
To solve this problem, we need to determine the numerical values of the letters in the equations and then solve for the unknowns. Firstly, let's assign numerical values to the letters in the equations based on their positions in the alphabet: A=1, B=2, C=3, D=4, E=5, F=6, G=7, H=8, I=9, J=10, K=11, L=12, M=13, N=14, O=15, P=16, Q=17, R=18, S=19, T=20, U=21, V=22, W=23, X=24, Y=25, Z=26 Using this encoding scheme, we can write the given equations as: 20 15 23 * 6 15 21 * 18 9 14 = 1152 20 18 5 5 14 * 6 9 22 * 19 5 22 5 14 = X To solve for X, we can multiply the numerical values of the letters in the second equation: X = 20 * 18 * 5 * 5 * 14 * 6 * 9 * 22 * 19 * 5 * 22 * 5 * 14 = 117964800 Next, we can add X and 1152 to get Y: Y = X + 1152 = 117965952 Finally, we can decode the value of A as follows: A = "one A" because it is written as "1" "one A, one B" because the previous term has "one A" "two A, one B" because the previous term has "one A, one B" "one C, two A, two B" because the previous term has "two A, one B" "three C, one A, two B" because the previous term has "one C, two A, two B" "one D, three C, two A, one B" because the previous term has "three C, one A, two B" Therefore, A = "one D, three C, two A, one B" and has a numerical value of 13221112. Finally, we can add Y and A to get Z: Z = Y + A = 117965952 + 13221112 = 131187064 Therefore, the value of Z is 131187064. |
Cholls:Because it might be renamed from Twitter to Barker. ![]() |
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