Answer:
D or A
Explanation:
I think the additional piece of information that is most sufficient is D because the only numbers that are single digits and make 63 are 7 and 9. So we know the first digit is 7 and the next digit must be 5 to sum up to 12 and for 9, the third digit must be 6.
But, it could also be A, the only numbers that are single digits of that have the product of 30 are 5 and 6. Likewise 7 being the first digit to make 12 and 9 being the last to sum up to 15.
Hope this helps, but of course this is my opinion so I might be wrong or right.
Sara feels anxious about solving fraction problems. Soon, Sara becomes anxious
about attempting any mathematical problems. This is a phenomenon known as:
A)Shaping
B)Generalization
C)Reinforcement
D)Discrimination
Answer:
B
Explanation:
If im right please give brainliest
What is the answer????? m
sila Ang unang babae at lalaki na nailalang ng diyos
Answer:
the answer is
Explanation:
eva and adan
2(-2x -4) =-8
-2(2x +6)=-8
Answer:
Mark Me as a Brainliest
Explanation:
1.2(-2x -4) =-8
Let's solve your equation step-by-step.
2(−2x−4)=−8
Step 1: Simplify both sides of the equation.
2(−2x−4)=−8
(2)(−2x)+(2)(−4)=−8(Distribute)
−4x+−8=−8
−4x−8=−8
Step 2: Add 8 to both sides.
−4x−8+8=−8+8
−4x=0
x=0
2.−2(2x+6)=−8
Step 1: Simplify both sides of the equation.
−2(2x+6)=−8
(−2)(2x)+(−2)(6)=−8(Distribute)
−4x+−12=−8
−4x−12=−8
Step 2: Add 12 to both sides.
−4x−12+12=−8+12
−4x=4
x=-1
Read each statement below. Select the student who is being organized.
A
Anthony stores his school papers underneath the bed. He remembers where to find each one, even if it looks messy to his parents.
B
John stores all of his school supplies in one drawer and his class notes in another drawer.
C
Katie keeps a pile of clean clothes near her closet and a pile of dirty clothes near the door. She likes having them on the floor where she can see everything.
D
Rashad places his class notes in folders labeled with the name of each course. The folders are in alphabetical order.
Answer:
D, it is easier to find a specific course since it is arranged in alphabetical order.