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➕Math Lab ➕

➕Math Lab ➕

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Follow for quick math visuals you will forward to friends. Buy Ads: @strategy

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频道帖子
IQ Challenge ✅ Follow @math
IQ Challenge Follow @math

2
Visual Proof of (a+b)² = a² + b² + 2ab ✅ Follow @math
Visual Proof of (a+b)² = a² + b² + 2ab ✅ Follow @math
446
3
Triangle Formulas sheet ✅ Follow @math
Triangle Formulas sheet ✅ Follow @math
728
4
Square tricks ✅ Follow @math
Square tricks ✅ Follow @math
912
5
Math trick ✅ Follow @math
Math trick ✅ Follow @math
1 130
6
Number Line Tricks ✅ Follow @math
Number Line Tricks ✅ Follow @math
1 543
7
Graphing linear equations the easy way ✅ Follow @math
Graphing linear equations the easy way ✅ Follow @math
1 559
8
Comment your answers below! ✅ Follow @math
Comment your answers below! ✅ Follow @math
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✅ Follow @math
✅ Follow @math
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10
X = ? ✅ Follow @math
X = ? ✅ Follow @math
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11
Understand the basics of electricity with Ohm’s Law. This law explains the relationship between Voltage, Current, and Resista
Understand the basics of electricity with Ohm’s Law. This law explains the relationship between Voltage, Current, and Resistance in an electric circuit. Simple, important, and super useful for Physics exams like NEET & Boards. ✅ Follow @math
1 728
12
What’s the total number of people? ✅ Follow @math
What’s the total number of people? ✅ Follow @math
1 783
13
Which one is correct? ✅ Follow @math
Which one is correct? ✅ Follow @math
1 836
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This is what happens when art meets physics and engineering. ✅ Follow @math
This is what happens when art meets physics and engineering. ✅ Follow @math
1 910
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Math Trick ✅ Follow @math
Math Trick ✅ Follow @math
2 060
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Trigonometry Made Simple ✅ Follow @math
Trigonometry Made Simple ✅ Follow @math
2 028
17
Multiplication Hack ✅ Follow @math
Multiplication Hack ✅ Follow @math
2 049
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✅ Follow @math
✅ Follow @math
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Are you smart enough to solve this? ✅ Follow @math
Are you smart enough to solve this? ✅ Follow @math
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20
The equation 𝑥²=1 has two solutions. They are 𝑥 = 1 and 𝑥 = -1. We can see that if you substitute 1 in as 𝑥, 1² = 1. If i
The equation 𝑥²=1 has two solutions. They are 𝑥 = 1 and 𝑥 = -1. We can see that if you substitute 1 in as 𝑥, 1² = 1. If instead you substitute -1 as 𝑥, (-1)² = (-1)*(-1) = 1. In general, 𝑥² = a, where a is a positive real number, has solutions 𝑥 = √a and 𝑥 = -√a. If a is not a positive number, or is not a real number, but rather a complex number, then we need to expand our horizons. There will still be two answers, as with the positive number case. ✅ Follow @math
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