Question 50: The result of division \(\frac{3}{4}{(xy)^3}:\left( { - \frac{1}{2}{x^2}{y^2}} \right) \) is: …
divide monomial by monomial
Question 49: Perform division \( {\left( { – {x^3}y} \right)^5}:\left( { – {x^{12}}{y^2}} \right) \) I get
Question 49: Perform division \( {\left( { - {x^3}y} \right)^5}:\left( { - {x^{12}}{y^2}} \right) \) I get …
Question 48: The value of the expression \(\begin{array}{l} A = {\left( { – {x^3}y} \right)^5}:\left( { – {x^{12 }}{y^2}} \right) = {x^3}{y^3} \end{array}\) at x=2 and \(y = – \frac{1}{2}\)
Question 48: The value of the expression \(\begin{array}{l} A = {\left( { - {x^3}y} \right)^5}:\left( { - {x^{12 }}{y^2}} …
Question 47: Calculate the value of the expression \(\begin{array}{l} B = 84{\left( {{x^2}{y^4}} \right)^2}:14{x^2 }{y^6} = 6{x^2}{y^2} \end{array}\) at \(x = \frac{{ – 3}}{4}\) and y=4.
Question 47: Calculate the value of the expression \(\begin{array}{l} B = 84{\left( {{x^2}{y^4}} \right)^2}:14{x^2 }{y^6} = …
Question 46: Calculate the value of the expression \(C=54(ab-1)^{2}:-18(1-a+b)\) at and
Question 46: Calculate the value of the expression \(C=54(ab-1)^{2}:-18(1-a+b)\) at and …
Question 45: Let \(\begin{array}{l} A = 5{x^3}{y^{3n + 1}},B = – 2{x^{3n}}{y^5}{\ rm{ and }}C = {x^n}{y^4}\\ \end{array}\). Find the condition for expression A and expression B to be divisible by C at the same time.
Question 45: Let \(\begin{array}{l} A = 5{x^3}{y^{3n + 1}},B = - 2{x^{3n}}{y^5}{\ rm{ and }}C = {x^n}{y^4}\\ \end{array}\). …
Question 44: Let \(\begin{array}{l} A = 18{x^{2n}}{y^{12 – 3n}}{z^2},B = {3^2}{x^3 }{y^7}{\rm{ and\, }}C = 3{x^3}{y^4}.\end{array}\)Find the integer values of n so that the two expressions A and B also divisible by the expression C
Question 44: Let \(\begin{array}{l} A = 18{x^{2n}}{y^{12 - 3n}}{z^2},B = {3^2}{x^3 }{y^7}{\rm{ and\, }}C = …
Question 43: The result of \(\left( {{{6.8}^4} – {{5.8}^3} + {8^2}} \right):{8^2}\) is
Question 43: The result of \(\left( {{{6.8}^4} - {{5.8}^3} + {8^2}} \right):{8^2}\) is …
Question 42: The result of \(\left( {{{5.9}^2} + {3^5} – {{2.3}^3}} \right):{3^2}\) is
Question 42: The result of \(\left( {{{5.9}^2} + {3^5} - {{2.3}^3}} \right):{3^2}\) is …
Question 41: Performing the calculation \(\left( {{{2.3}^4} + {3^2} – {{7.3}^3}} \right):{3^2}\) we get
Question 41: Performing the calculation \(\left( {{{2.3}^4} + {3^2} - {{7.3}^3}} \right):{3^2}\) we get …