45 ÷ 6t x 11x
I have already posted this question and received an answer. However, brackets weren't used and so still seeking understanding.
I was trying to divide 6 into 45 then multiply 11x, but it isn't working out as the book answers. Once again, thank you to who ever may be able to help me.
Is it possible you can use () to make the question understandable?
I forgot to put the x after the 45. And I don't understand what you mean. Sorry.
45x ÷ 6t x 11x
Note: I am studying to get my GED's so I can go back to school. I never touched on any of this.
What is the answer in your book?
(55x2)/t
To solve the expression 45 ÷ 6t x 11x, let's break it down step by step:
Step 1: Simplify the division: 45 ÷ 6t
Since we don't have brackets indicating a specific order of operations, we can divide 45 by 6 first and then multiply the result by t: (45 ÷ 6) * t.
Step 2: Simplify the multiplication: (45 ÷ 6) * t * 11x
Now, we can multiply the previous result ((45 ÷ 6) * t) by 11x.
Step 3: Simplify further:
To calculate (45 ÷ 6) correctly, divide 45 by 6 first: 45 ÷ 6 = 7.5.
Now we have (7.5 * t) * 11x.
Step 4: Multiply the remaining terms:
Now, multiply 7.5 by t: 7.5 * t = 7.5t.
Finally, multiply the result by 11x: 7.5t * 11x = 82.5tx.
So, the simplified expression is 82.5tx.
Therefore, the answer to 45 ÷ 6t x 11x, without using brackets, is 82.5tx.