mlbsr16 mlbsr16
  • 09-09-2020
  • Mathematics
contestada

Solve and check the following equation
0.13y + 0.03(y + 7000) = 1490
The solution set is

Respuesta :

DoTheDew7
DoTheDew7 DoTheDew7
  • 09-09-2020

Answer:

y = 8000

Step-by-step explanation:

0.13y + 0.03(y + 7000) = 1490

Multiply out .03

0.13y + 0.03(y + 7000) = 1490

.13y + .03y + .03*7000 = 1490

.13y + .03y + 210 = 1490

.16y + 210 = 1490 Subtract 210 from each side

.16y + 210 - 210 = 1490 - 210

.16y = 1490 - 210

.16y = 1280   Divide each side by .16

.16y/.16 = 1280/.16

y = 1280/.16

y = 8000

Check

0.13y + 0.03(y + 7000) = 1490

0.13(8000) + 0.03(8000 + 7000) = 1490

0.13(8000) + 0.03(15000) = 1490

1040 + 450 = 1490

1490 = 1490

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