Respuesta :
Answer:
k = 3c/5 + 41
Step-by-step explanation:
1. Simplify 5/3 (k - 41) to 5 (k - 41)/3
c = 5 (k - 41)/3
2. Multiply both sides by 3
c * 3 = 5 (k - 41)
3. Regroup terms
3c = 5 (k - 41)
4. Divide both sides by 5
3c/5 = k - 41
5. Add 41 to both sides
3c/5 + 41 = k
6. Switch sides
k = 3c/5 + 41
Answer:
c=5/3(k-41)
multiply by 3 both sides
3c=5/3(k-41)3
in the right hand side 3 and they cancel
3c=5(k-41)
open the bracket
3c=5k-205
take -205 to the left hand side and it will become +205
3c+205=5k
its the same like this
5k=3c+205
divide by 5 both sides
5/5k=3/5c+205/5
k=3/5c+41 Answer