The 26 letters of the alphabet are assigned prime number values in consecutive order beginning with 2. the product of the values of the letters of a common math term is 595034. what is the term?

Step-by-step explanation:

A x B x C x x U x V +W x X x Y x Z=595034

a=2

b=3

c=5

d=7

e=11

f=13

g=17

h=19

i=23

j=29

k=31

L=37

m=41

n=43

o=47

p=53

q=59

r=61

s=67

t=71

u=73

v=83

w=89

x=97

y=101

z=103

2 x 3 x 5 x 7 x 11 x x 101 x 103=595034

     (1x2) x (1x3) x (1x 5) x( 1 x7) x x 1(101) x 1(103)

the general form is 2K+1

2k x 2k+1  x 2k+1 , x 2k +1  (26 terms)

2k(1+1+1+1...+1)

2k x 26=595034(/2)

k x 13=297517

13k =297517

k ≈ 22885.9230769

its a  gauss multiplication  good luck

the answer is a if my teacher taught me correct