When we solve for exponents it is easier if the bases are the same:
We know that 27 can be simplified as because
set the exponents equal to each other:
get n alone by adding 2 to both sides:
please solve these three questions.Check the equality for 1 and
solve for 2 and 3. Thanks
Note that number 1 and 3 has X and Y as not independent
variables, while only number 2 has X,Y,Z has independent
variables.
Ma 37 uksh
please help me solve this:)
differential equations
1. solve dN/dt=(N-2)*(N-1), N(0)-5 2. solve dN/dt= N*((N+2)*(N-3), N(0)-2
1. solve dN/dt=(N-2)*(N-1), N(0)-5 2. solve dN/dt= N*((N+2)*(N-3), N(0)-2
Solve the following equations: (a) 3(54) = 27-2 (b) 2 log1oa = log10(3a -2)
Solve the formula for the specified variable. 27) A = P(1 + nr) for n B) n = A) n = A Pr A-P C) n n=47 A-P Pr D) n = P-A Pr r
3. Solve the recursion equation: y[n] – 5y[n – 1] + 6y[n – 2] = 2 U[n] with y[-1] = 6 and y[-2] = 4
Solve cosx tanx=1/2 ? Thanks !
PLEASE YOU PYTHON 3 TO SOLVE! THANKS!
PLEASE YOU PYTHON 3 TO SOLVE! THANKS!
Example 1 Design a class named Information that holds the following personal data: .name, age, address (this attribute has a default value of “unknown"), and phone number. . All the attributes are defined as private. • Write appropriate accessor and mutator methods. • Complete the definition of the str_ method, such that it displays each Information object's data in the following format: name: "Sarah Jones” –...
hello guys , help me please to solve this
thanks ?
( abstract algebra )
1. Let G = U(27) and let H = {1, 26}. Find all left cosets of H in G. 2. Let G = Z50 and consider it's subgroup H = (5). Find all coset representatives of 3 + H.
2. a) Solve the differential equation: 2²/" - 6xy' = 27 6 Oy=4 +6226 + Ins 6 36 Oy=c+ c2 26 76 36 + In 3 6 6 27 Oy=4+ c227 + In 7 ...7 49 Oy=q+cqz? 27 In 2 49 +7 None of the above b) Solve the differential equation: 9z+y" + 9xy' +25y = 0 Oy= cos(5 ln /3) + sin(5 In 3/3) Oy=425 +2.23 Oy=C1 cos(52/3) + 2 sin(5x/3) y=4125 + c2205 in None of the above...
pls solve all! thanks!
Solve the equation on the interval 10,360"). (3 each) 1) 5 sin 0.1-sino 2) 2 cos20.3 cos 0 1 - 0 3) 4 tan2o. 7 tan 0-2 - 0 4] 3 sin x + sin = 0 Solve the right triangle shown in the figure. Round lengths to one decimal place and express angles to the nearest tenth of a degree. (+5) B с 5) B-35, b 572