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6 B 2 an O in C?

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Anonymous

16y ago
Updated: 4/28/2022

6 balls to an over in cricket

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16y ago

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By factoring what is 3c squared minus 17c minus 6?

3c^(2) -17c - 6 Factors to ( 3c + 1)(c - 6 ) NB When you apply FOIL to the bracketed terms. F ; 3c X c = 3c^(2) O ; 3c X -6 = -18c I ; 1 X c = c L ; 1 x -6 = -6 Collecting 'like' terms 3c^(2) - 18c + c - 6 3c^(2) - 17c - 6 ( As before).


What letter should be next A Z E BI Y O?

C. Every other letter is a vowel A E I O. The ones in between are Z B Y So z is to b as y is to C. So I think it's C


What is the next letter in the following series A Z E B you Y O?

C


How do you factor C² - D²?

C^ (2) - D^(2) Factors to (C -D )(C + D) If we apply FOIL to these bracketed terms. (C -D )(C + D), then we have F ; C^(2) O = CD I = -DC L = -D^(2) 'Stringing out' C^(2) + CD - DC - D^(2) NB Remember CD= DC ; just like 2 x 3 = 6 & 3 x 2 =6 Hence C^(2) + CD - CD _ D^(2) Adding terms we have C^(2) - D^(2) NB THe (+)CD - CD = 0 This is the inverse function, done to show how C^(2) - D^(2) factors. NB Remember two squared terms with a negative(-) between WILL Factor. However, two squared with a positive(+) between them does NOT factor. As a n example, take the Pythagorean Eq'n. h^(2) = x^(2) + y^(2) This does NOT factor . However, h^(2) - y^(2) = x^(2) Does factors to (h - y)(h + y) = x^(2) Hope that helps!!!!! d


How do l write complete qbasic program to compute quadratic equation whose sides are A B C and print out your result?

Oh, what a lovely question! To create a QBasic program to compute a quadratic equation with sides A, B, and C, you can use the formula x = (-B ± SQR(B^2 - 4AC)) / 2A. First, you'll need to prompt the user to input values for A, B, and C. Then, you can calculate the roots of the equation using this formula and print out the results. Remember, mistakes are just happy little accidents in programming, so take your time and enjoy the process!

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What are some eight letter words with 1st letter C and 3rd letter O and 5th letter B and 7th letter O?

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