1 1 1. Find the total differential df, where f(t, x) = 2x+y3 2. The total resistance R (in ohms) of two resistors connec
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1 1 1. Find the total differential df, where f(t, x) = 2x+y3 2. The total resistance R (in ohms) of two resistors connec
1 1 1. Find the total differential df, where f(t, x) = 2x+y3 2. The total resistance R (in ohms) of two resistors connected in parallel is given by 1 + R R R2 Approximate the change in R as R is increased from 10 ohms to 10.1 ohms and R, is increased from 8 ohms to 8.2 ohms 3. Consider the following. w=xy, 1=1+2, y = 3r-t, : = st aw Use the chain rule for multivariable functions to find at 4. Find Vf(-1,0,1), for f(x, y, z) = 22 - y2 +2-y +1 y2 5. Consider the function f(x,y)=1 - y na mtu and ū = 7, 7 Find Duf(-1,1) 6. Find the direction of largest increase of the function f(x,y,z) = rºy - yz+rs at the point (1,1,-1) 7. Evaluate the given iterated integral: 61%)dyda.
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