Answer: Material breach
Explanation: Material breach means a law term which refers to a unsuccessful execution of performance under the agreement which is important enough to give the aggrieved party the ability to file case for breach of contract.
The outraged candidate is also astonished of a responsibility for further presentation underneath the agreement if there occurs a material breach.A minor difference from either the terms and conditions, nevertheless, is not really a substantive violation. A material violation is one which is sufficiently serious to kill the contract value.
Thus, from the above we can conclude that the correct option is C.
That statement is True
In general, using only one measurement in comparing alternative investments is a mistake.
But, if you're only could choose one measurement, <span>the amount of the dollar gain or loss would be the best because it allows you to determine the time needed before you break your investment event and started obtaining profit.</span>
Answer:
The answer is: You would expect a lower stock price.
Explanation:
Since John Deere´s main business is manufacturing and selling farming equipment you would expect its sales to rise when farmers are having a successful business year. But when farmers are having a very harsh and bad economic year then you would also expect John Deere´s sales to fall.
If your clients are suffering from a drought that means they will probably lose money or in a best case scenario earn a smaller profit. So they will have less money to invest in new equipment which results in lower sales for companies like John Deere. If John Deere´s sales are lower, they themselves will have a bad economic year so it is logical to assume that their stock price will fall.
Answer:
$1,774.2
Explanation:
Compute the accumulated amount in the account on the date of last deposit'
Formula used to find out the future value ordinary annuity is:
Future value factor of ordinary annuity 
1- oily Future value of ordinary annuity 
Where:
R = annual return (ordinary annuity)
= future value of an ordinary annuity of I for n periods at i interest
Substituting the values:
Future value of ordinary annuity 
=
=
