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Given the follewing eircuit; If RI=15,R2=24.R3=12, and Vs=14.7 Velhs, determise the circuit equivalent resistance (REQ) and the circuit current (1): Alse calculate lhe heasch cuments throegh R2 and R3, and the voltage drops acrass RR+R2, and RT. PAKT B Given the followime cinenit equivalent resistance (REQ) and the circuit cuneat (f). Ahe calcalure the leanch currents through R2,R3, Part C A soccer ball is bicked off the pround, with a velocily of 27 meters / secved, at an upward angle of 43 degrees. Using a gravitational constant, n of 9.8 metes / secuef calculate the following: 1) The time it takes for the soceer ball to hit the promed. foreandiy 2) The maximum height the seceer hall aclieves. (mritrey 3) The divanee the soceer ball travels before it litt the pound (aneseny) PART D A Halfoween prankster throws an egg ear the wisdow of an effice builitiog down enet the parking lot below. The egg is thrown with a velocity of 1s meten/ necest, at an upwand angle of 23 degees, and is release exactly 53 meten above the surface of the parking loe. The efg lands on the noof of a parked SUV, 2 meteri above the serfice of the purking lot. 1) The time in takes for the egs to hir tie parked SUV. Aewande 2) The soeal distance away from the building that the cege lunde. (metersy Use the technique of simplifying this circuit using equivalent resistances into smaller, simpler circuits. Given the following circuit: If RI=15,R2=36,R3=12,R4=36,R5=27 and Vs=14.7 Volts, determine the circuit equivalent resistance (REQ) and the circuit current (I). Also calculate the branch currents through R2, R3, R4, and R5, and the voltage drops across R1, R2, R3, R4 and R5. Use the technique of separating the problem into X - and Y-components to solve this problem: A soccer ball is kicked off the ground, with a velocity of 27 meters / second, at an upward angle of 43 degrees. Using a gravitational constant, g, of 9.8 meters / second 2 calculate the following: 1) The time it takes for the soccer ball to hit the ground. (seconds) 2) The maximum height the soccer ball achieves. (meters) 3) The distance the soccer ball travels before it hits the ground. (meters) Use the technique of simplifying this circuit using equivalent resistances into smaller, simpler circuits. Given the following circuit: If R 1=15,R2=24,R3=12, and Vs=14.7 Volts, determine the circuit equivalent resistance (REQ) and the circuit current (I). Also calculate the branch currents through R2 and R3, and the voltage drops across R1, R2, and R3. Use the technique of separating the problem into X - and Y-components to solve this problem: A Halloween prankster throws an egg out the window of an office building down onto the parking lot below. The egg is thrown with a velocity of 18 meters / second, at an upward angle of 23 degrees, and is release exactly 53 meters above the surface of the parking lot. The egg lands on the roof of a parked SUV, 2 meters above the surface of the parking lot. Using a gravitational constant, g, of 9.8 meters / second 2 calculate the following: 1) The time it takes for the egg to hit the parked SUV. (seconds) 2) The total distance away from the building that the egg lands. (meters)