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CONSUMER
ARITHMETIC
Q.1. Mary earns $12.50 per hour and time-and-a half for overtime. How much does she earn in a week where she works 40 hours at regular time plus 10 hours overtime?
Q.2. Tom
earns $640 per week. How much does he get if he gets his four weeks holiday pay
with 17˝% loading?
Q.3. Heidi
earns $728 for a 40 hour week plus 8 hours overtime. If she is paid
time-and-a-half for overtime what is her normal hourly rate of pay?
Q.4. The
Ripemoff department store used to sell walkmans for $80.00. The manager raised
the price by 20% and then advertised “20% discount” on the new price. How much
would a customer now pay for a walkman?
Q.5. Stephanie
bought a top for $49.50 which consists of the sale price plus 10% GST. What is
the sale price?
Q.6. Sophie
placed $800 in a term deposit at the bank. If her money earned 6% simple
interest for 3 years how much was her final bank balance?
Q.7. Bob
bought a T.V. for $5800 on time payment over 3 years at 10% simple interest.
(i)
How much
interest did Bob pay?
(ii)
What was
the total amount Bob paid for the T.V.?
(iii)
What was
the amount of Bob’s monthly repayments (to the nearest 5cents)?
Q.8. Lisa
earned $16.80 per hour for a 40 hour week. Tax of $134.40 was deducted from her gross wage.
Also 8% of her gross wage was paid into a special superannuation account.
(i)
How much
superannuation did Lisa pay for the week?
(ii)
How much
did Lisa receive in her pay packet (to nearest 5 cents)?
Q.9. (i) Write
down the formula for compound interest.
(ii)
Bert
invested $1000 at 6% compound interest for 10 years. What was his investment
worth at the end of this time?
(iii)
Simone
invested $1000 at 7% simple interest for 10 years. What was her investment
worth at the end of this time?
Q.10. Becky
was paid $2538 that consisted of 3 weeks pay plus a 17˝% holiday loading. What
was Becky’s weekly rate of pay?
ANSWERS:
Q.1. $687.50 Q.2. $3008 Q.3.
$728 Q.4. $76.80 Q.5. $45.00 Q.6.
$944
Q.7. (i) $1740 (ii)
$7540 (iii) $209.45 Q.8. (i) $53.76 (ii) $483.85
Q.9. (i) A = P ( 1 +
r/100 )n where A = final amount P = principal r = rate %
n = number of compounding periods, usually years. (ii) $1790.85 (iii) $1700 Q.10. $720