Answer:
b. Edouard Seguin
Explanation:
Based on the information provided within the question it can be said that the individual being mentioned is Édouard Séguin. Seguin was a physiscian that was born in Nievre, France on January 20, 1812. Seguin worked on research regarding children having cognitive impairments such as intellectual and developmental disabilities.
The appropriate response is Affective. This part manages sentiments or feelings that are conveyed to the surface about something, for example, dread or despise. Utilizing our above illustration, somebody may have the disposition that they despise young people since they are languid or that they cherish all infants since they are adorable.
"John is 17 years old and he earned $3,500 in a summer job. His grandparents just ..."John can contribute $3,500 to an IRA. This is further explained below.
<h3>What is IRA?</h3>
Generally, For those looking to save and invest for their retirement, an individual retirement account (IRA) is a kind of savings account that offers favorable tax treatment.
In conclusion, "John, who is just 17, worked all summer and saved $3,500. Just recently, his grandparents..." John has an annual IRA contribution limit of $3,500.
Read more about IRA
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economic growth can result from a(n) _____ in government expenditures and a(n) _____ in net exports.
Answer:
$1,312.50
Explanation:
Calculation for How much was the referring agent paid
First step is to find the buyer agent amount by using the buyer's agent percentage to multiply the buyer purchased amount of the home
Using this formula
Buyer agent amount =Buyer's agent percentage× Home purchased amount
Let plug in the formula
Buyer agent amount=1.5%×$350,000
Buyer agent amount=$5,250
The last step is to find How much was the referring agent paid
Using this formula
Amount referring agent paid =Buyer agent amount× Percentage of buyer side commission
Let plug in the formula
Amount referring agent paid=$5,250×25%
Amount referring agent paid=$1,312.50
Therefore the amount that the referring agent paid will be $1,312.50
