Multiplication

Help on:(Multiplication Table 1-100)

Any number multiplied with zero is 0.

Ex: 5 x 0 = 0

100 x 0 = 0

Any number multiplied with 1 is the same number.

Ex: 5 x 1 = 5

345 x 1 = 345

Any number multiplied with 2 is just like doubling the number or adding the number two times.

Ex: 26 x 2 = 52 = 26 + 26

100 x 2 = 200 = 100 + 100

The following sheet gives the multiplication table of numbers from 0 to 10. One who memorizes the multiplication table can do multiplication of two digit, three digit, four digit numbers faster.

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Slope Formula

Mathematics Form 3

Online Indices

Onlne indices:

The ordered indices are as well acceptable for the numbers. For example, 54 is an archetype number. In this, the amount 5 is alleged the abject amount and the amount 4 is alleged as the power. From the aloft account we can aswell said the ability as the indices is artefact law, addition one is caliber law and the next one is ability law.

Product Law:

An archetype botheration for artefact law is accustomed below, They are

If accept p and s are absolute integers, again if b [!=] 0 means, again the artefact law is accustomed by,

Example: bp x bs = bp+s . This is archetype for the artifact law.

Quotient Law:

An archetype botheration for caliber law is accustomed below, They are

If accept p and s are absolute integers, again if b [!=] 0 means, again the artefact law is accustomed by,

bp [-:] bs = bp - s . This is archetype for the caliber law.

Power Law:

An archetype botheration for ability law is accustomed below, They are

If accept p and s are absolute integers, again if b [!=] 0 means, again the ability law is accustomed by,

( bp )s = bps . This is archetype for the ability law.

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Factors of 40

Square foot calculator

Prime Numbers

The prime numbers:

1. 23244 = 2 · 2 · 3 · 13 · 149

= 22 · 3 · 13 · 149. (22 represents the square of 2.)
2. 625 = 5 . 5 . 5 . 5

= 54

Here, 54 represents the fourth power of the number 5.

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Prime number

Variance

Math Problem

5th grade math problem:

Example issue 3:
What is the equivalent value of 5 3?
a) 15
b) 36
c) 125
d) 150
Solution:
5 3 = 5 to the power of 3.
This shows that two times the worth has to undergo multiplication.
Hence the 5 * 5* 5 = 125 or 5 3 = 125
Answer: 125

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Quadratic equation

Meters to centimeters

Rectangle

3rd Rectangle:

Properties of math 3 d figures:

1. Surface area

2. Volume.

All names of 3 d figures:

1. Sphere

2. Hemi Sphere

3. Cube

4. Cone

5. Cuboids

6. Prism

7. Triangular prism

8. Hexagonal prism

9. Cylinder

10. Square based pyramid

11. Icosahedron s

12. Octahedron

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Square root

Resonant frequency formula

Factors of 36 solution

Problem (factors of 36)

List all the factors of 36

Solution:

factors of 36.

Step 1: Write the number that we need to find the factors

36

Step 2: Then plot two branches and write the number as multiple of other two number.

36

/ \

2 18

Step 3: Continue this process until the factors are prime.

36

/ \

2 18

/ \ / \

1 2 3 6

/ \ / \

1 3 2 3

/ \ / \

1 2 1 3

1, 2, 3 are prime numbers. We can't proceed further.

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Factor Rules

Factors of 40

Hexagon problem

Hexagon dimensions

Find the surface area, base area, perimeter of base and volume of Hexagonal Prism whose apothem length 3cm, side 4cm and height 6cm.

Solution:

Given:

Apothem length (a) = 3cm

Side(s) =4cm

Height (h) =6cm.

Perimeter of base:

Perimeter of base (p) = 6s

= 6 x 4

=24 cm

Base area:

Base area (A) = 3as

= 3 x 3 x 4

= 36 cm²

Surface area:

Surface area = 6as + Ph

= 6 x 3 x 4 + 24 x 6

=72 + 144

= 216 cm²

Volume:

Volume (v) = Ah

= 36 x 6

= 216 cm³

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