<span>Read the problem.Begin by reading the problem carefully. Don’t jump to any conclusions about the answer until you understand the problem.<span>Identify and list the facts.Look at all the information given in the story problem and make a list of what you know.</span><span>Figure out exactly what the problem is asking for.Know what you’re trying to find. The problem often states the required answer, but sometimes you have to ferret it out from the information given. If an important fact isn’t there, you can often convert some piece of the given information.</span><span>Eliminate excess information.The problem may include facts that don’t help you find the solution, so clear them out of the way.</span><span>Pay attention to units of measurement.For example, if dimensions are given in inches, but the answer must be in square feet, you need to convert units. You can use a table of conversions, an online calculator, or your own memory to get the conversion factors.</span><span>Draw a diagram.Sometimes a diagram helps you visualize the problem (but not always).</span><span>Find or develop a formula.When you see the math that needs to be done, you probably know a common math formula to use for the computation. You will find that you use some special formulas again and again.</span><span>Consult a reference.If you’re stuck, look for a reference of some kind, such as a conversion chart or even a blog where someone has encountered the same problem you’re having (although as always, consider Internet sources carefully).</span><span>Do the math and check your answer.After you have an answer, be sure to test it. If the result is outrageously high or low, verify whether you made a mistake.</span></span>
Answer:
give me your points you stuped
Answer:
hope I helped also good bless u and your family
Step-by-step explanation:
An exponential function is a mathematical function of the following form: f ( x ) = a x. where x is a variable, and a is a constant called the base of the function. The most commonly encountered exponential-function base is the transcendental number e , which is equal to approximately 2.71828.
