f(1)=2(200/3500)−1^2(1+cos(1×0.8))−0.2
y = 2x −1
y = -x + 2
Obtain the solution to the recurrence relation a n = 7a n−2 - 6a n−3 with the initial conditions
a 0 = -1, a 1 = 0, and a 2 = 3.
a minus 3 over 4 minus 5+a over 2 equals 0
By first rounding both numbers to 1 significant figure, estimate the
answer to 12 x 478
2x=0
PAOLO PAID 28 FOR A HAT THAT WAS ORIGINALLY PRICED AT 35. BY WHAT PERCENTAGE WAS THE HAT DISCOUNTED
(3*cos(0)) $^{4}$
10010 into decimal
what the angle through which the axes must be roteted when the orgin is fixed to remove xy term of the equaition 7x^2 -6
