(h-t)*6
The expression is: 5(b + x)
(h-H)*5
To write the expression "4 times the difference of 10 and 8 minus 3," you start by calculating the difference of 10 and 8, which is (10 - 8). Then, you multiply that difference by 4, giving you (4 \times (10 - 8)). Finally, you subtract 3 from that result, resulting in the expression (4 \times (10 - 8) - 3).
You work it backwards. Start with 9 -- the final result -- then subtract 1, multiply by 4, subtract 8, and divide by 2.
To express "12 decreased by some number," you can use the mathematical expression (12 - x), where (x) represents the unknown number. This expression indicates that you start with 12 and subtract the value of (x) from it. The result will vary depending on the specific value of (x).
6h-t
3y2
The expression is: 5(b + x)
(h-H)*5
To write the expression "4 times the difference of 10 and 8 minus 3," you start by calculating the difference of 10 and 8, which is (10 - 8). Then, you multiply that difference by 4, giving you (4 \times (10 - 8)). Finally, you subtract 3 from that result, resulting in the expression (4 \times (10 - 8) - 3).
You work it backwards. Start with 9 -- the final result -- then subtract 1, multiply by 4, subtract 8, and divide by 2.
To express "12 decreased by some number," you can use the mathematical expression (12 - x), where (x) represents the unknown number. This expression indicates that you start with 12 and subtract the value of (x) from it. The result will vary depending on the specific value of (x).
ba + x
Start at 1. Multiply by 3. Subtract 1. Multiply by 3. Subtract 1. Repeat this pattern.
To simplify the expression following the given steps: a) Start with (3x + 4y). b) Multiply the sum by 3: (3(3x + 4y) = 9x + 12y). c) Subtract (x - y) from the product: ((9x + 12y) - (x - y) = 9x + 12y - x + y = 8x + 13y). The simplified result is option d) (8x + 13y).
(a+10)2
Oh, what a fun little math puzzle we have here! Let's break it down together. If we follow the steps in order, we can start by adding 5 to 10, then divide the result by 3, and finally subtract 2 to find the number. Happy little calculations!