The type of relationship where the cause must be present for the effect to occur is called the: cause-and-effect relationship.
<h3>What is a Cause-and-effect Relationship?</h3>
A cause-and-effect relationship can be defined as a relationship of two events in which one event, which is referred to as the "cause" makes another event, which is referred to as the "effect" to occur.
This means that, for one event to happen, the other event must happen. Invariably, if one event doesn't happen, the other cannot.
An example of cause-and-effect relationship is: the effect of crude oil spillage in water bodies on plants and animals.
The "cause" is: crude oil spillage on water bodies.
The "effect" is: the death of plants and animals in the aquatic bodies.
Thus, the type of relationship where the cause must be present for the effect to occur is called the: cause-and-effect relationship.
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Work Done = Force x Distance (Using Work Done to say that he does work)
Force = mass x acceleration
Everytime he starts walking (he accelerates from 0 ) so he exerts a force to carry his weight, and multiplied by distance = Work done to purely move around.
If he lifts something or pushes something, he also does work (using the same theory)
The forked line and probability methods make use of product rule of probability rule.
The product rule of probability will be applied to the present phenomenon of the independent transmission of characteristics. It states that the probability of two independent events occurring together are often calculated by multiplying the individual probabilities of every event occurring alone.
The product rule may be a guideline on when probabilities may be multiplied to provide another meaningful probability. Specifically, the rule of product is employed to seek out the probability of an intersection of events.
We can apply the product rule to seek out the differentiation of the function of the form.
For example: d/dx {f(x) . g(x)} = f' . g(x) + f(x) . g'(x)
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Answer:
Deposits increse the checking account balance, and you can deposit a greater amount then the balance in the account.
Take notes as you study.
Always re-read anything that seems to confuse you at all.
Think about the end points and the start points of anything you're trying to learn. (Helps with memorizing)
~mathnerdz
