QUESTION IMAGE
Question
- write the numbers in order from least to greatest. 8.54 8.45 8.05 8.40
- $\frac{81}{+ 15}$
- round 16.1513 to the nearest thousandth.
- $10\times11=$
- $\frac{83,972}{- 41,023}$
- write the measurement as shown by the arrow. inches
- name the value of the underlined digit. 587,119,862,467
- write the missing family fact. $3\times8 = 24$ $8\times3 = 24$ $24div8 = 3$
- $\frac{$7.45}{- $6.04}$
- draw what comes next in the pattern.
Step1: Compare decimal numbers
Compare the tenths - place digits first. For 8.54, 8.45, 8.05, 8.40, the tenths - place digits are 5, 4, 0, 4 respectively. 0 is the smallest, so 8.05 is the smallest. Then for 8.45 and 8.40, since 45>40, 8.40<8.45. And 8.54 is the largest. So the order is 8.05, 8.40, 8.45, 8.54.
Step2: Add two - digit numbers
81+15 = 96.
Step3: Round to the nearest thousandth
The digit in the ten - thousandths place of 16.1513 is 3. Since 3<5, we round down. So 16.1513 rounded to the nearest thousandth is 16.151.
Step4: Multiply whole numbers
10×11 = 110.
Step5: Subtract large numbers
83972−41023 = 42949.
Step6: Read measurement
Assuming each small division represents 0.1 inches, the arrow is at 2.4 inches.
Step7: Identify digit value
Without knowing which digit is underlined, we can't answer this. Let's assume it's the first 5. In 587119862467, the value of the 5 is 500000000000 (500 billion).
Step8: Write missing family fact
The missing family fact for 3×8 = 24, 8×3 = 24, 24÷8 = 3 is 24÷3 = 8.
Step9: Subtract money amounts
$7.45−$6.04=$1.41.
Step10: Identify pattern
The pattern seems to be rotating a right - angled triangle. The next shape should be a right - angled triangle rotated in the same pattern as the previous ones.
Snap & solve any problem in the app
Get step-by-step solutions on Sovi AI
Photo-based solutions with guided steps
Explore more problems and detailed explanations
- 8.05, 8.40, 8.45, 8.54
- 96
- 16.151
- 110
- 42949
- 2.4
- (Depends on underlined digit. If first 5: 500 billion)
- 24÷3 = 8
- $1.41
- (A right - angled triangle rotated in the pattern)