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Applications of linear equations:
John wants to have an interest of CHF 811.7 at the end of the year.
How much does he have to invest at an interest rate of 1.2%?
(answer with max. 2 decimal places)
| wine | chocolate | employees | |
|---|---|---|---|
| amount | |||
| cost per piece | |||
| total cost [CHF] |
Applications of linear equations:
A magazine is printed by two machines. Machine A needs 11 minutes to print the magazine alone.
Both machines together need 3 minutes to print the magazine.
How long does it take in minutes for machine B to print the magazine alone?
(answer with max. 2 decimal places)
| Machine A | Machine B | together | |
|---|---|---|---|
| work [magazines] | |||
| time [minutes] | 11 | 3 | |
| power= work/time [magazines/minutes] |
Solving linear equations:
Solve for x:
x=
Solving linear equations:
Solve for x:
6x - 3 = 1x + 3
(answer with max. 2 decimal places)
x=Applications of linear equations:
Mr. Brown puts $ 1745 in a savings account with an interest rate of 2.4%.
How much interest can he collect after one year?
(answer with max. 2 decimal places)
| wine | chocolate | employees | |
|---|---|---|---|
| amount | |||
| cost per piece | |||
| total cost [CHF] |
| Painter A | Painter B | together | |
|---|---|---|---|
| work [rooms] | |||
| time [hours] | |||
| power= work/time [rooms/hour] |