Respuesta :
The answer is: " 3 % " .
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Explanation:
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Given: I = Prt ; Solve for "r" ;
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Rearrange the equation; to isolate "r" on one side of the equation; then plug in our given values to solve for "r" ;
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I = P r t ;
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Divide EACH SIDE of the equation by "P*t" (that is: "(Pt)" ;
to get: "r" on one side of the equation ;
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I / Pt = (Prt) / (Pt) ;
to get: I / Pt = r ;
↔ r = I / Pt ;
GIven: Interest = I = 3240 ;
Principal = P = 18000 ;
time (in "years") = t = 6 ;
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Plug in our given values to solve for " r " ("rate") ;
_________________________________________________
r = I / (P t) ;
→ r = 3240 / (18000 * 6) ;
→ r = 3240 / (108000) ;
→ r = 3/100 = 0.03 = 3%
__________________________
The answer is: " 3% " .
__________________________
______________________________________
Explanation:
______________________________________
Given: I = Prt ; Solve for "r" ;
______________________________________
Rearrange the equation; to isolate "r" on one side of the equation; then plug in our given values to solve for "r" ;
_________________________________________________
I = P r t ;
_________________________________________________
Divide EACH SIDE of the equation by "P*t" (that is: "(Pt)" ;
to get: "r" on one side of the equation ;
_________________________________________________
I / Pt = (Prt) / (Pt) ;
to get: I / Pt = r ;
↔ r = I / Pt ;
GIven: Interest = I = 3240 ;
Principal = P = 18000 ;
time (in "years") = t = 6 ;
_________________________________________________
Plug in our given values to solve for " r " ("rate") ;
_________________________________________________
r = I / (P t) ;
→ r = 3240 / (18000 * 6) ;
→ r = 3240 / (108000) ;
→ r = 3/100 = 0.03 = 3%
__________________________
The answer is: " 3% " .
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