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it should. they are the same from 88-92
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What are the current deals offered at Kendall Toyota?
The current deals at Kendall Toyota in Miami, Florida are a New 2013 Toyota Corolla LE Automatic for a lease of $149 per month. Or a New 2013 Toyota Camry SE Automatic for $199 per month leased.
What are the factors of 1990?
The positive integer factors of 1990 are: 1, 2, 5, 10, 199, 398, 995, 1990
How many factors does the number 1990 have?
199 is a prime number and has two divisors.
What is 1990 over 20 divided by 20?
1990/20 ÷ 20 = 199/40 or 439/40
What are the release dates for Jeopardy - 1984 6-199?
Jeopardy - 1984 6-199 was released on: USA: 7 June 1990
What equals 1990?
1 x 1990, 2 x 995, 5 x 398, 10 x 199 = 1,990
What multiplication problem equals 1990?
1 x 1990, 2 x 995, 5 x 398, 10 x 199.
How much did a TV cost in 1990?
Depends on the TV. 25 inch ran about 199-250.00.
What is 199 plus 199 plus 199 plus 199 plus 99 plus 99 plus 99 equals?
199 + 199 + 199 + 199 + 99 + 99 + 99 = 1192
What is 20 percent off 199.00?
20% off 199:= 20% discount applied to 199= 199 - (20% x 199)= 199 - (0.20 x 199)= 199 - 39.80= 159.20
What is the remainder when 2 rest to 1990 divided by 1990?
4. Find the remainder when 21990 is divided by 1990. Solution: Let N = 21990 Here, 1990 can be written as the product of two co-prime factors as 199 and 10. Let R1 ≡ MOD(21990, 199) According the the Fermet's Theorem, MOD(ap, p) ≡ a . ∴ MOD(2199, 199) ≡ 2. ∴ MOD((2199)10, 199) ≡ MOD(210, 199) ∴ MOD(21990, 199) ≡ MOD(1024, 199) ≡ 29 ≡ R1. Let R2 ≡ MOD(21990, 10) ∴ R2 ≡ 2 × MOD(21989, 5) Cancelling 2 from both sides. Now, MOD(21989, 5) ≡ MOD(2 × 21988, 5) ≡ MOD(2, 5) × MOD((22)994, 5) Also MOD(4994, 5) ≡ (-1)994 = 1 & MOD(2, 5) ≡ 2 ∴ MOD(21989, 5) ≡ 2 × 1 ∴ R2 ≡ 2 × 2 = 4. ∴ N leaves 29 as the remainder when divided by 199 and 4 as the remainder when divided by 10. Let N1 be the least such number which also follow these two properties i.e. leaves 29 as the remainder when divided by 199 and 4 as the remainder when divided by 10 ∴ N1 ≡ 199p + 29 = 10q + 4 (where, p and q are natural numbers) ∴ 199p + 25 = q 10 Of course, the 5 is the least value of p at which the above equation is satisfied, Correspondingly, q = 102. ∴ N1 = 1024. ∴ Family of the numbers which leaves 29 as the remainder when divided by 199 and 4 as the remainder when divided by 10 can be given by f(k) = 1024 + k × LCM(199,10) = 1024 + k × 1990 N is also a member of the family. ∴ N = 21990 = 1024 + k × 1990 ∴ MOD(21990, 1990) ≡ 1024.
What is 199 percent as a reduced fraction?
199% = 1.99 = 199/100 = 199/100
