A rectangular conducting loop has sides a = 0.035 m, sides b = 0.15 m, and resistance R = 65 Q2. It moves into a magnetic field of magnitude B = 1.15 T with speed v = 2.5 m/s. Refer to the diagram. Part (a) Find the current, I;, in amperes, flowing in the loop as it enters the magnetic field.

Using the formula for the sum of consecutive integers, compute the following. 11 E, 2i = i=1 11 Σ2- 11 E(2i + 3) =

Just before 1=1 k x=0 x=x; k v m x=0 x=x; |5|=0 m

For the remaining questions, you need to use Figure 1.4 to obtain the necessary orders of magnitude of lengths, masses, and times.About how many floating-point operations can a supercomputer perform each year?

I have an homework where I was asked to get a generic 12 in/30 cm ruler and then answer the question in bold: Look at the smallest division and record what the uncertainty ▲x is of your tool.  I am not sure how to ansswer this. Note: the previous question asked me to choose a unit of measurement on our tool which is the ruler and I choose inches (I hope that is a unit of measurement).

Please solve correctly. Thank you!!

In the following equations, the letters b, c, d, fand g are constants. Find the SI units of each constant. Equation: Units of Show work here: b: c: a. position: x(t) = bt* + ct³ + dt² + ft + g, where t is time d: f:. b: b. displacement: y(x,t) = b cos(cx – dt), where t is time and x is position d: b: C. current: I(t) = be-et, where t is time and / is current, measured in amperes (symbol A) c:

I need help with knowing what to cirlce. The " increases      decreases" part.

Solve the following problem (NOTE: Use any reasonable DATA not given in the problem.)....

Please fill out the template with the work for this problem. Note that you need to have a picture, list of knowns and unknowns, the general equation/s you will use, the math steps to solve for the unknown, only plug in the numbers after you have solved for the unknown, and the answer with units included. _________________________________________________________________________________ A solenoid is producing a magnetic field of B = 8.5 x 10-3 T. It has N = 1300 turns uniformly over a length of d = 0.25 m. Calculate the numerical value of I in amps that the solenoid must have to produce this field.