9,825 ÷ 206 =____________
round to the nearest tenth
47.7
A coin is flipped 4 times. How many outcomes are there?
16
Name the two axis found on a graph.
x axis
y axis
Multiply these decimals. 0.23 * 7
1.61
John flipped a coin 25 times it landed on heads 16 times and tails 9 times.
What is the experimental probability of John getting tails?
9/25
List the rules for integer addition
If the integers have the same sign, add the numbers and keep the sign. If the numbers have different signs, keep the sign of the larger number, and find the difference between the two.
Turn to a mixed number
13/4
3 1/4
-19 + 3 =
-16
A half rotation is how many degrees?
180
In a bag of marbles, there are 14 swirled, 20 solid colored, and 16 polka dot marbles. The probability that you would grab a swirled marble written as a simplified fraction.
7/25
What does BEDMAS stand for?
Brackets
Exponents
Mult./Division
Add/Subtract
Must solve in order. (left to right)
246- (-34)
280
Memorial Day Flags cost $28.00 for 3 flags.
How much does one flag cost?
$9.33 per flag
(-4,-4) is located in which quadrant?
QUADRANT 3
Out of a similar group of 425 visitors to a science museum, predict how many would choose the planetarium as their favorite exhibit.
We would expect about 68 people to say the planetarium is their favorite.
What is (0,0) called on a graph?
Origin
Subtract the fractions: 11/14 - 2/7
7/14 or 1/2
Simplify the fraction:
24/30
4/5
(-56) - 72 + 416
288
The number of outcomes from tossing a single fair die and then tossing one fair coin.
12
320.58 divided by 9
35.62
Add the fractions: 2/5 +4/5
6/5 = 1 1/5
In a room of 30 students, there are 12 girls. The probability of randomly picking a boy on the class list. Write as a fraction.
3/5
The fifth grade teachers were planning a field trip with fourth grade. There are 94 total fifth graders, 103 fourth graders and 8 teachers. If the school busses hold 48 students and adults comfortably, how many school busses are needed?
To fit all students and teachers comfortably, 5 busses would be needed.
Based on the table, if you choose an adult at random, what would be the probability that they would prefer to pay bills online?
P("online")=9/40 or 22.5%