Evaluate the Integral \int \tan^2 x \sec^3 x \, dx
![Given the velocity function v = t^2 + \frac{4}{\sqrt[4]{t^3}} , find the acceleration and the position function.](/_next/image?url=https%3A%2F%2Fimg.multiplicationschart.com%2Fdoc%2F26c8dba2-9c7b-4d96-b4e3-b6dd0c87b1f8.jpg&w=3840&q=75)
Evaluate the expression ((-1)^2 + 11^2)(11^2 - {(-7)}^2).
Effective Techniques to Memorize Multiplication Chart 1-11
Essential Multiplication Tables: From 1 to 30 for Quick Learning
10mm = 1cm, 1cm = 10mm , 732cm = 732x10mm = 7320mm
Thus, in 732cm there are 7320mm .
1 centimeter is equal to 10 millimeters:
1 cm = 10 mm
The distance d in millimeters (mm) is equal to the distance d in centimeters (cm) times 10:
d(mm) = d(cm) × 10
Convert 732cm to millimeters:
d(mm) = 732cm × 10 = 7320mm
| Centimeters (cm) | Millimeters (") |
|---|---|
| 0.01 cm | 0.1 mm |
| 0.1 cm | 1 mm |
| 1 cm | 10 mm |
| 2 cm | 20 mm |
| 3 cm | 30 mm |
| 4 cm | 40 mm |
| 5 cm | 50 mm |
| 6 cm | 60 mm |
| 7 cm | 70 mm |
| 8 cm | 80 mm |
| 9 cm | 90 mm |
| 10 cm | 100 mm |
| 20 cm | 200 mm |
| 30 cm | 300 mm |
| 40 cm | 400 mm |
| 50 cm | 500 mm |
| 60 cm | 600 mm |
| 70 cm | 700 mm |
| 80 cm | 800 mm |
| 90 cm | 900 mm |
| 100 cm | 1000 mm |
| 110 cm | 1100 mm |
| 120 cm | 1200 mm |
| 130 cm | 1300 mm |
| 140 cm | 1400 mm |
| 150 cm | 1500 mm |
| 160 cm | 1600 mm |
| 170 cm | 1700 mm |
| 180 cm | 1800 mm |
| 190 cm | 1900 mm |
| 200 cm | 2000 mm |
