It was determined that P(B) = P(A₁B) + P(A₂B). It was previously found that P(A₁B) = 0.2 and P(A₂B) = 0.02. Use these values to find P(B). P(B) = P(A₁B) + P(A₂B) = 0.2 + =

Find N, A, and b. g(x) =  5 1 + 0.333(3−x) ;    [0, 2] N  =    A  =    b  =

Two balloons, one red and one green are released from a platform at t=0. Each balloon goes up for a while, then comes down. The height (in meters) of the red balloon from the platform after tt  minutes is given by R(t)=−10t2+400tR(t)=−10t2+400t  The height (in meters) of the green balloon from the platform after tt  minutes is given by G(t)=−16t2+120tG(t)=−16t2+120t  How long is the interval of time in which the red balloon is rising and the green balloon is falling?   ANSWER:  ____________ minutes Do not include units in the answer blank.  Just a number.  If rounding is necessary, round to two digits after the decimal.

Let g(y)= - y² + 5y + 6. Find g(10). g(10)= (Simplify your answer. Type an integer or a fraction.) ...

If det(A) = 2, find det(A5).

Estimate f(−1.99,−1.03) given that f(−2,−1)=−3, fx(−2,−1)=4, and fy(−2,−1)=1.

Find Z(D4).

3 V1 + x2 xdx 0.

a bullet is shot straight up from the top of a cliff that is 960 feet above the sea it overlooks. the bullet's height above sea level, in feet, t seconds after it is shot, is give by,

Write f(t) = 7e.8t in the form f(t) = Pob' and determine Po and b. (Give exact answers using symbolic notation and fractions if needed.) Po = b =