PLEASE HELP!

According to critics of Piaget's theory of cognitive development, why might a child not achieve a cognitive milestone such as conservation or object permanence at a specific age?

His short-term memory is full.
The information is too complex for his age.
He cannot pay attention long enough to learn it.
There was not an appropriate scaffold available.
The child did not think the information was important.

Answer:

It’s b

Explanation:

I got it right

Choose one of the thesis statements you wrote in your journal for the lesson "Developing a Thesis," and in your journal write one paragraph in which you recognize the opposition and refute it.

Based on this editorial, why is gerrymandering a major
concern? Check all that apply.
The practice implies that compromise is not
necessary.
The practice tends to favor Democrats over
Republicans.
Gerrymandering often results in a decline in voter
turnout.
Elected officials become more inclined to pander to
voters.
Gerrymandering makes it more difficult for people
to cast votes.

Compare the definition of memory to the definition of learning

(I Need this ASAP)Amaan's parents give him $10 for every A or B he earns on his report card. Which term best fits this scenario?
A) Positive reinforcement
B) Primary reinforcement
C) Punishment
D) Negative reinforcement
E) Token economy

What was the Supreme Court's decision in Gray v.
Sanders?
O Georgia's county unit system was constitutional.
O Elections should be fair and equal for every voter in
the system.
O Georgia's county elections should be weighted in
favor of rural voters.
O Urban voters required more polling places than
rural voters.

The gas tank in Rebecca car has a capacity of 60 liters. She adds 23 liters 825 milliliters of gas to the tank which already has 2,050 milliliters of gas . How more gas can Rebecca add to the gas tank.

I ditched edge for a taco

Did i do a good thing?

Use the image below to answer the following question. Which two numbers will experience more desert like condition



Group of answer choices

3 & 4

2 & 3

3 & 6

1 & 2

Augustus draws tickets one at a time for a raffle. The person named on the ticket must be present to win,
but 30% of the 750 raffle tickets have the names of people who are no longer present. Let T be the number of tickets Augustus needs to draw to find a winner who is present.
Find the probability that Augustus first draws the name of someone present on the 3rd ticket.
You may round your answer to the nearest hundredth
P(T = 3)