QUESTION IMAGE
Question
total /53 p
very important: show all calculations.
- round to the nearest dollar:
a) \\$2.38 = ______
b) \\$4.67 = ______
c) \\$0.59 = ______
- convert each percent to a decimal.
a) 3\\% = ______
b) 89\\% = ______
c) 35\\% = ______
- there are:
______ hours in a day
______ days in a week
______ weeks in a year
______ months in a year
🆕 New Concept Discovered: Rounding and Percent Conversions
Converting percentages and rounding money values
Step 1: Round to the nearest dollar
To round to the nearest whole dollar, look at the cents portion (the tenths place, which is the first digit after the decimal point):
- If the digit is \(5\) or greater, round up to the next dollar.
- If the digit is less than \(5\), round down by keeping the dollar amount the same.
- a) \(\$2.38\): The tenths digit is \(3\) (less than \(5\)), so we round down.
\[
\$2.38 \approx \$2
\]
- b) \(\$4.67\): The tenths digit is \(6\) (greater than or equal to \(5\)), so we round up.
\[
\$4.67 \approx \$5
\]
- c) \(\$0.59\): The tenths digit is \(5\) (greater than or equal to \(5\)), so we round up.
\[
\$0.59 \approx \$1
\]
Step 2: Convert each percent to a decimal
To convert a percentage to a decimal, divide the percentage value by \(100\) (which is equivalent to moving the decimal point two places to the left):
- a) \(3\%\):
\[
\frac{3}{100} = 0.03
\]
- b) \(89\%\):
\[
\frac{89}{100} = 0.89
\]
- c) \(35\%\):
\[
\frac{35}{100} = 0.35
\]
Step 3: Fill in the time conversion facts
These are standard units of time measurement:
- There are \(24\) hours in a day.
- There are \(7\) days in a week.
- There are \(52\) weeks in a year (approximately).
- There are \(12\) months in a year.
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1. Round to the nearest dollar:
- a) \(\$2.38 = \$2\)
- b) \(\$4.67 = \$5\)
- c) \(\$0.59 = \$1\)
2. Convert each percent to a decimal:
- a) \(3\% = 0.03\)
- b) \(89\% = 0.89\)
- c) \(35\% = 0.35\)
3. Time facts:
- \(24\) hours in a day
- \(7\) days in a week
- \(52\) weeks in a year
- \(12\) months in a year