The provision is not enforceable if it is a reasonable estimate of the loss on the breach.
Option - b
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Explanation:
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There are a few solutions for rupture of agreement, for example, grant of harms, explicit execution, rescission, and restitution. In courts of restricted purview, the fundamental cure is an honor of harms.
Since explicit execution and rescission are evenhanded cures that don't fall inside the purview of the officer courts, they are not canvassed in this instructional exercise.
The count of compensatory harms relies upon the kind of agreement that was broken and the sort of misfortune that was caused. Some broad rules are:
Standard measure, The standard proportion of harms is a sum that would permit the no breaching gathering to purchase a substitute for the advantage that would have been gotten if the agreement had been performed.
In situations where the expense of the substitute is theoretical, the no breaching gathering may recoup harms in the measure of the expense caused in playing out that gathering's commitments under the agreement.
Answer:
The correct answer is $15.69.
Explanation:
According to the scenario, computation of the given data as follow:-
We can calculate the cupcake sold by the dozen by using following formula:-
Cost for a dozen cupcake = Direct material + Direct labor + Factory OH
Where,
Direct material = 4.25 × $0.56 = $2.38
Direct labor = 1.10 × $8.30 = $9.13
Factory overhead = 1.10 × $3.80 = $4.18
By putting the value in the formula, we get
= $2.38 + $9.13 + $4.18
= $15.69
Answer:
Total interest = 1239.12
Explanation:
Assume;
Loan amount = P
Annual payment = X
P[1st payment] = X/[1+0475]⁸
P[1st payment] = X/[1.0475]⁸
P[5th payment] = X/[1+0.0475]⁴
P[5th payment] = X/[1.0475]⁴
P[5th payment] = 699.68
So,
X = 699.68[1.0475]⁴
X = 842.39
P = (842.39/0.0475)(1 – 1/1.0475⁸)
P = 5,500 (Approx)
Total interest = [842.39 x 8] - 5,500
Total interest = 1239.12
Answer:
In my personal opinion A would ve the best answer
Explanation:
what if you have two job interveiws and the first one wants to for sure keep it
