Answer:
Learning Task 3.1: Let's Practice!
1. x + 5
2. z + 8
3. x - 7
4. 11c (11 x c can be written as 11c)
5. 7(12 + 4)
Learning Task 3.2: Let's Practice More!
1. one less than t
2. three more than w
3. two times p or p multiplied by two.
4. two divided by p
5. two added to five times the number n
Learning Task 3.3: Let's Think and Apply
1. s + 2,7
2. 50 + 5
Learning Task 3.4: Quiz
1. p - 3
2. 8/d + 6
3. 11 - (9 x 4)
4. 4/2
5. (10 + 6)/4
Hey, there !
If you want to know it as a "improper fraction" , you can
Multiply the denominator from the front number
Whatever the denominator and front number is , you add it to the numerator
So, for this problem we first have the multiply the front number from the denominator
Like: 8 (40)
That gives us the answer of: 320
Now we have to add 320 to 21
Like: 320 + 21
That gives us the answer of:341
We keep our denominator (which is "40" )
Your improper fraction would be:
341 / 40
Good luck on your assignment and enjoy your day!
~MeIsKaitlyn:)
Answer: 112
Step-by-step explanation:
Following PEMDAS, we need to add the numbers in the parenthesis first
8(7+7) becomes 8(14)
Now we just multiply 8 and 14
8(14) = 112
Take the first 2 and take out -7x2. bringing it to (-7x2)(x-3)+(3x-9)
then take out 3 on the right side.
-7x^2 (x-3)+3 (x-3)
factors to (3-7x2)(x-3)
