Calculate 〖log〗_3〖2 × 〖log〗_281 〗
In how many ways can the integers 1, 2, 3, 4, 5, 6, 7, 8 be placed in a circle if: at least three odd numbers are together,
Prove that 〖log〗_a〖m^n 〗=n 〖log〗_am.
x^2-7x+2 = kx+1
52000=57000*((1-(2/3)*(d/0.313))/(1-(2/3)*(d/0.313))/ $(1+0.8( $l^{2}$)/(24*0.313))^{0.5}$)
4x-3=-13
5000 x e^0.6
500x
24
400X
12
