Suppose that point R is the center of a circle that is circumscribed about an equilateral Triangle ABC, and points M, P,and Q are midpoints of the sides of ABC. Part A: Prove that RM=RP=RQ

Write the function for the graph. (1.8) (0,4)

Given: jk ||lm prove: _2 = 27 statement justification 1. jk ||lm 1. given 2.26 = 27 3.22 = 26 2. 3. 4. _2 = 27 4. corresponding angles theorem transitive property of equality vertical angles theorem substitution property of equality

The ideal weight of a nickel is 0.176 ounce. to check that there are 40 nickels in a roll, a bank weighs the roll and allows for an error of 0.015 ounce in total weight