So, the count went down from 850 to 500, or 350 units.
if we take the 850 to be the 100%, what is 350 in percentage off of it?
solve for "x".
Suppose an individual's retirement account with a balance of $165,000 is transferred to a new investment plan that pays 8% interest compounded annually. How much will the account be worth after 3 years? (Remember, the formula is A = P(1 + r)t.)
Answer:
r2h 2rbymhrykrwykrw6krq6o146iq46ow46kq46i4q6k4qyk4q6kwrkytqktwk34q6kq4o64q6o4q6oo6o64ao6q46qooq66o4q6oq46oqo6q46p4q46pq64oqo64qo64akryaYRKMrkyaetjeaykaMGDkaeti53akyraTMakrykyarMGgMGDGMDKYRTEjGMDJTJGNjae tjrjtururrhfnfnfgjrjrfjf4u436rhjgrgrjgtjtjtjgjrtgyrjyyu4tjykrkyrkrykteekykyrkyyktektektejkrkktekekretejtwjjwtkeketkektejetrwjjw4rjejjrwntemtenrhmhfgneynrnrgnegndbetngefbebetbefbetjwtjetnetjehtstntbdntnteentjtenethetwtjwtwtjtwnwtjwrjrwbrwrnwrnwnrwrnantsntsrnwtnsrsnnwtjwtjwtjw5je5je5ke5nsntwttsnwntwntw5nsfnwtsnwfntsnntsrjwwjtjwttwjtjwetjmettsnsgnFnF
sin(x) = ⁴/₅
sin⁻¹[sin(x)] = sin⁻¹(⁴/₅)
x ≈ 53.13
cos(90 - x) = cos(90)cos(x) + sin(90)sin(x)
cos(90 - 53.13) = cos(90)cos(53.13) + sin(90)sin(53.13)
cos(36.87) = 0cos(53.13) + sin(53.13)
cos(36.87) = sin(53.13)
cos(36.87) = cos(90 - 53.13)
cos(36.87) = cos(36.87)
Answer is: D
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