Any number or does it equal to something?lets just use random numbers for this(1x8)-20=-12(2x8)-20=-4(3x8)-20=4(4x8)-20=12do you noice a pattern. The formula for this would be 8n-20. The numbers are also always 8 apart so if you needed to work out 100 and 99(100x8)-20=720(99x8)-20=712
7-3= 4-1= 3x8= 24
The equation to find the volume of a rectangular object is (a) volume equals length times width times height.
The best way to find the length of a right triangle is to use the Pythagorean Theorem. The answer would be A = 3.
6+6+6+6+6=
8+8+8+8 ________________________________________ Multiply (2x8) by 2
3x8 with1s and 2s fact looks like this: =(2x8)+(1x8) =16+8 =24
Any number or does it equal to something?lets just use random numbers for this(1x8)-20=-12(2x8)-20=-4(3x8)-20=4(4x8)-20=12do you noice a pattern. The formula for this would be 8n-20. The numbers are also always 8 apart so if you needed to work out 100 and 99(100x8)-20=720(99x8)-20=712
You double the product of 2x8.2x8 equals 16. 16 doubled which equal 16x2 equals 32.4x8 equals 32.
(1 x 3 ) x ( 2 X 4) = 24
7-3= 4-1= 3x8= 24
the solution to this problem is simple. all of the digits in each equation add up to 12. now if you don't get what I'm saying, heres what i mean: 5x3=4. the digits are 5, 3, and 4. Of course, they add up to twelve. 2x8=2. the digits are 2, 8, and 2. They also add up to twelve 6x3=3. the digits are 6, 3, and 3. They also add up to twelve. Now the actual question is what does 1x7 equal. now that you know how to do it, this will be easy. currently, the digits are 1, and 7 which equal 8. you need 4 to get to twelve. so now the digits are 7, 1 and 4. please do not use this to cheat on your school work. the final answer is 4.
You would use the Property Of Zero
The equation to find the volume of a rectangular object is (a) volume equals length times width times height.
I don't see why not. -Luke the carpenter
Find B if P = 112 and R = 77 7/9
The best way to find the length of a right triangle is to use the Pythagorean Theorem. The answer would be A = 3.