can you solve this please

Exercise 1: Solving for X In 2019, the average SAT score in New York State was 1,064 with a standard deviation of 175. Solve for X using z- values obtained from Microsoft Excel and the Area Under the Curve Table. Population Mean, p, = 1,064 Population Standard Deviation, o, 175 X = pi + zo 0 A. What SAT score do you need to be among the top 0.5 percent? X z-value z= NORM.S.INV(0.995) 1,064 175 z w/Excel 1,064 175 Area Under the Curve Table B. What SAT score do you need to be among the top 2.5 percent? X u z-value 0 z= NORM.S.INV(0.975) 1,064 175 z w/Excel 1,064 175 Area Under the Curve Table Unde 0 C. What z-value is the cut-off point for the bottom 10 percent? x Z-value z=NORM.S.INV(0.1) 1,064 175 Z w/Excel 1,064 175 Area Under the Curve Table 0 D. What z-value is the cut-off point for the bottom 1 percent? X z-value z= NORM.S.INV(0.01) 1,064 175 z w/Excel 1,064 175 Area Under the Curve Table A LO