Where's the decimal point go?
.09 X .9 = 081
.081
Geo had $65 to spend at Target. He bought a book for $23 and a blanket for $15. How much money did he have left?
$27
Round 63.364 to the nearest tenth
63.4
Change 5 2/6 to an improper fraction
Find the area of the triangle with a base of 12 in. and a height of 16 in.
96 in
.54 X .03 = 0162
.0162
Sammy had $25. She bought lunch for herself at $9.65 and her sister for $10.77. How much money in total did she spend on lunch? How much money does she have left?
She spent $20.42 and has $4.58 left.
Round 57.93 to the nearest whole number.
58
Show the equivalent fraction of 4/10 = ?/40
16/40
Find the area of a rectangle with a base of 103 m and a height of 14.
1,442 m
12.6 X .3 = 378
3.78
Maya has a $50 gift card. She wants to buy makeup for $32.44, a hat for $15.50, and a pair of sunglasses for $10. Does she have enough money on her gift card for all these purchases?
No. Her purchases total $57.94, which is $7.94 over her $50 GC.
Round .3126 to the nearest hundredths
.313
Change 42/4 into a mixed number.
10 2/4
Find the area of a square with a base of 33.3 ft and a height of 34.3.
1,142.19 ft
8.6 x .463 = 39818
3.9818
Jamie bought a bike for $165 and a helmet for $25.50. He gave the cashier $200. How much change will he get back?
$9.50
Round 9.7539 to the nearest tenths and hundredths.
9.8 and 9.754
Show the equivalent fraction of
2 = ?/4 = ?/6 = ?/8
2 = 8/4 = 12/6 = 16/8
Find the area of a triangle with a base of 16.4 ft and a height of 72.2 ft.
592.04 ft
.0022 x 6.23 = 13706
.013706
Jenna needs office supplies. She goes to Staples and buys paper for $30.59, pens for $7.99, and Post-it notes for $3.89. If she has $50, does she have enough money to purchase all 3 items? Will she get change back?
Yes. The items cost $42.47. She has $7.53 left.
Round 1.537 to the nearest whole number, tenth, and hundredth.
whole number 2.0
Tenths place 1.5
Hundredth place 1.54
Change 58/5 into a mixed number
11 3/5
Find the area of a triangle with a base of 41.6 m and a height of 10.2 m.
424.32 m