Carmen buys 153 shares of cawh consolidated banks, each of which pays a constant yearly dividend of $7.14. after six years, how much has carmen received in dividends?
a. $5,783.40
b. $1,820.70
c. $1,092.42
d. $6,554.52

After 6 years of having 153 shares of Cawh Consolidated Banks, each of which pays a constant yearly dividend of $7.14, the value Carmen will receive in dividends is d. $6,554.52. This is the yearly dividend, so the value each of shares pays after 6 years is: $7.14 * 6 = $42.84. There are 153 shares and since each pays $42.84 after 6 years, the total value for all 153 shares after 6 years is: 153 * $42.84 = $6,554.52.

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