12.5(x) + 125(y) = 64109
Let
A=[1−2−35],
B=[−41−5−3−43].
If possible, compute the following.
If an answer does not exist, enter DNE.
AB=
BA=
X^2-12X-28
log
𝑥
64
=
−
3
x
64=−3
7.2 times 10 -3 in algebra
26/9.x+14/3.y+34/9.z=0
26/9.x+86/9.y-10/9.z=0
2.x-14/3.y-26/3.z=0
T^2+7T-18
You have 3 yellow M&M's, 6 blue M&M's, and 9 red M&M's. How many distinct ways are there to arrange these in a line?
{(X1, X2)^T | X^1+X^2 = 0}
6 - 14x