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What else can I help you with?
What is 21 plus 9j-10-227?
9j - 216
What is 9j plus 34j?
9j plus 34j equals 43j. When you combine like terms, you simply add the coefficients of j together: 9 + 34 = 43. Therefore, the result is 43j.
What set represents the solution of 15 -9j - 3?
To simplify the expression (15 - 9j - 3), combine the constant terms: (15 - 3 = 12). This results in (12 - 9j). The solution can be represented as the set ({12 - 9j}), indicating a single complex number.
What is raise j to third powerthen multiply by 9?
9j^3
What is the answer of 3(1 3j)?
To simplify the expression (3(1 + 3j)), you distribute the 3 to both terms inside the parentheses. This results in (3 \times 1 + 3 \times 3j = 3 + 9j). Therefore, the answer is (3 + 9j).
What’s the difference in (10j-7)-(9j+2)?
hi
What is 21 plus 9j-10-227?
9j - 216
What is equivalent to - 4 times the sum 9j plus 5?
-4 (9j+5) = -36 j - 20 or - (36j + 20)
What is 9j plus 34j?
9j plus 34j equals 43j. When you combine like terms, you simply add the coefficients of j together: 9 + 34 = 43. Therefore, the result is 43j.
What set represents the solution of 15 -9j - 3?
To simplify the expression (15 - 9j - 3), combine the constant terms: (15 - 3 = 12). This results in (12 - 9j). The solution can be represented as the set ({12 - 9j}), indicating a single complex number.
Who invited a pulley?
people invited 9j pulley
What is 9j in the sc?
9 Justices in the Supreme Court.
Are these expressions equivalent1j + 8j(space)9j?
yes
What is raise j to third powerthen multiply by 9?
9j^3
What is the answer of 3(1 3j)?
To simplify the expression (3(1 + 3j)), you distribute the 3 to both terms inside the parentheses. This results in (3 \times 1 + 3 \times 3j = 3 + 9j). Therefore, the answer is (3 + 9j).
Where do you want thatmonkey?
1st.3a 4b 5g 6d 7i 8e 9j 10f 11c 12h 2nd. 1d 2g 3a 5i 6b 8c 9f 10e 11h 12j
Eight years ago Sam was eight times the age of his son Sam Jr - Today if you add their ages together they add up to 52 How old are sam and his sun?
Sam is 40 and Sam Junior is 12.---In two equations in the past:Let S = Sam and J = JuniorS + J = 52S + J = 36 (52-16)S = 8Jso 9J = 36, J was 4, and S was 32Today, Sam is 40 and J is 12Eight years ago, (40-8) = 8 (12-8), 32 = 8 x 4---In two equations in the present:S + J = 52S - 8 = 8 (J - 8)and(52 - J) - 8 = 8 (J - 8)44 - J = 8J - 6444 = 9J - 64108 = 9J and J = 12, S = 40-----------------------------------------------------Answer 3Assume the father age is S and the son age is JThen :S + J = 52 ............................................................. (1)(S-8) = 8 x (J-8)S - 8J = 8 - 64S - 8J = - 56 .............................................................(2)Subtracting eqn (2) from eqn (1) gives:9J = 108J = 12 yearsSubstituting in eqn (1) with J = 12 gives S = 52 - 12 = 40 yearsJ = 12 and S = 40
