One example of a distributive property equation that equals 26 is (2(10 + 3) = 26). Here, you distribute the 2 to both terms inside the parentheses: (2 \times 10 + 2 \times 3), which simplifies to (20 + 6 = 26).
the answer is 30
To express ( 364 \times 26 ) using the distributive property, you can break down 26 into smaller parts, like 20 and 6. This gives you: [ 364 \times 26 = 364 \times (20 + 6) ] Using the distributive property, this expands to: [ 364 \times 20 + 364 \times 6 ] Now you can calculate each part separately.
5t-26 = 18t -26 = 18t -5t -26 = 13t t = -2
-26
If: 26 = 8+v Then: v = 18
the answer is 30
5*26 is 130. You don't need the distributive property for that! 5 = 10/2 So 26*5 = 26*10/2 = 260/2 = 130. Much simpler that way.
5t-26 = 18t -26 = 18t -5t -26 = 13t t = -2
The solution to the equation is x = 26/5 = 5.2
It is the property that 1 is the identity element under multiplication.
-26
If: 26 = 8+v Then: v = 18
For example, you use it every time you do a multiplication. For example, in the following multiplication: 13 x 2 --- 26 Actually 13 is being split into two parts, 10 + 3, and then the distributive property is applied.
1 is the multiplicative identity.
You don't need to use the distribution property, you can just multiply them. There is also nothing to distribute, so distribution simply cannot be done! The answer is 9464.
453*26 = (400+50+3)*26 = 400*26 + 50*26 + 3*26 = 10400 + 1300 + 78 = 11778 If you do not know your 26 times tables, you could apply the distributive property to 26 as well: 453*26 = (400+50+3)*(20+6) = 400*20 + 400*6 + 50*20 + 50*6 + 3*20 + 3*6 Note that each term in the first bracket (parenthesis) must multiply each term in the second.
It is an equation and the value of r is 66