5step synthesis
step 1: list all of the prime numbers that go into 60 and 45.2*2*3*5=603*3*5=45step 2: find all the common prime numbers between both sets.2*2*3*5=603*3*5=453*5step 3: multiply your answer.3*5=1515 is the greatest common factor
3 2-- + --8 5Step 1: Make the denominators (the bottom numbers). Don't forget to also multiplythe top.3 2-- x 5 + -- x 88 515 16--- + ---40 40Step 2: Add numerators (top numbers) together. Do NOT add denominators.15 16 31--- + --- = ---40 40 40
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Prime factorization: It is a method to express each number as the product of prime numbers.Step 1: Which prime number divide 75?Ans: 3 and 5.But, we should start with the smallest prime number which divides 75.75÷3 = 25Step 2: Which prime number divide 25?Ans: 525÷5 = 5Step 3: We have to continuously divide each quotient by a prime number until the quotient itself is a prime number.In step 2 we are left with 5(prime number) as a quotient.So, prime factorization of 75 = product of all the quotients = 3x5x5
AnswerIf A=10, B=2... Then the algoritm is :-STEP1 : START.STEP2 : A=10.STEP3 : B=02.STEP4 : C=A-B.STEP5 : PRINT C.STEP6 : STOP.AnswerYou cannot print every even number in descending order, because there is no greatest even number. Or you want something like this: infinityinfinity-2infinity-4Answerstep 1: start step 2: Input Nstep 3: If N
Mathematically, it does not matter. But it can be harder and you do need to know exactly what you are doing.For example, if you need to solve 5x + 3 = 23the conventional 2-step method is as follows:Step 1: 5x + 3 - 3 = 23 - 3which gives 5x = 20Step 2: 5x/5 = 20/5so that x = 4.But you could also have doneStep 1: 5x/5 + 3/5 = 23/5which gives x + 3/5 = 23/5Step 2: x + 3/5 - 3/5 = 23/5 - 3/5ans so x = 20/5 = 4 as before.
The use ofdesktop icons has served to simplify opening and using programs inMicrosoft Windows. With a simple click of the mouse, an entire programcan be opened. Unfortunately those desktop icons can also be deleted,sometimes accidentally or sometimes by the desktop cleaning utilitythat runs in Windows, but there is a simple process to recover desktopicons. Just follow these steps.InstructionsSteps1 Step OneClick it without a ticket. To restore lost desktop icons, first placeyour mouse anywhere in a blank area on your desktop. Once you haveplaced your cursor in an unused area of the desktop, right click. 2Step TwoCheck the pop up. Once you have right-clicked your mouse in the unusedarea of your desktop you will receive a pop up menu or prompt. Choose"Properties" by left clicking it with your mouse. 3Step ThreeGrab that tab. Once you have clicked on "Properties" you will receive adialog box. Click on the tab labeled "Desktop." 4Step FourCustomize it. Once you have clicked the "Desktop" tab choose "CustomizeDesktop" which will prompt another dialog box to open. From there clickon the "General" tab. 5Step FiveRestore order. After you have clicked the "General" tab you will see alist of icons. Simply choose the icons you want restored or placed on the desktop and then click "OK." That's it. You have now successfullyrestored your desktop icons. Tips & WarningsBoth Windows XP Home and Professional editions have the new Start menuenabled by default which removes the "My Computer," "My Documents" and"My Network Places" from the desktop. To restore these icons justfollow the same process for restoring deleted icons
Finding The Least Common Multiple Is As Easy As One, Two…The least common multiple of two or more non-zero whole numbers is actually the smallest whole number that is divisible by each of the numbers.There are two widely used methods.Method 1Simply list the multiples of each number (multiply by 2, 3, 4, etc.) then look for the smallest number that appears in each list. Example:Find the least common multiple for 5, 6, and 15.First we list the multiples of each number.Multiples of 5 are 10, 15, 20, 25, 30, 35, 40,…Multiples of 6 are 12, 18, 24, 30, 36, 42, 48,…Multiples of 15 are 30, 45, 60, 75, 90,….Now, when you look at the list of multiples, you can see that 30 is the smallest number that appears in each list.Therefore, the least common multiple of…… 5, 6 and 15 is 30.Method 2To use this method factor each of the numbers into primes. Then for each different prime number in all of the factorizations, do the following… Count the number of times each prime number appears in each of the factorizations.For each prime number, take the largest of these counts.Write down that prime number as many times as you counted for it in step 2.The least common multiple is the product of all the prime numbers written down.Example:Find the least common multiple of 5, 6 and 15.Factor into primesPrime factorization of 5 is 5Prime factorization of 6 is 2 x 3Prime factorization of 15 is 3 x 5Notice that the different primes are 2, 3and 5.Now, we do Step #1 - Count the number of times each prime number appears in each of the factorizations…The count of primes in 5 is one 5The count of primes in 6 is one 2 and one 3The count of primes in 15 is one 3 and one 5Step #2 - For each prime number, take the largest of these counts. So we have… The largest count of 2s is oneThe largest count of 3s is oneThe largest count of 5s is oneStep #3 - Since we now know the count of each prime number, you simply - write down that prime number as many times as you counted for it in step 2.Here they are… 2, 3, 5Step #4 - The least common multiple is the product of all the prime numbers written down. 2 x 3 x 5 = 30// Therefore, the least common multiple of 5, 6 and 15 is 30.So there you have it.A quick and easy method for finding least common multiples.
Expressing each number as the product of their prime factors is one of the methods of finding greatest common factor.115 = 5 x 23225 = 3 x 3 x 5 x 5As it can be seen only one 5 is common so GCF is 1.Another method which can be employed is long division method.Long division method is based on Euclid's Division Lemma.Lemma is: For two integers a and b(a>b; b ≠ 0) there exist two integers q and r such that a = bq+ rApplying the theorem to 225 and 115 we get.Step I225 = 115 x 1 + 110Now the remainder and divisor in step I becomes divisor and dividend for step II.Step II115 = 110 x 1 + 5Step III110 = 5 x 22 + 0When the remainder is 0 then the last divisor is the required GCF, which in this case is 5.The main reason for taking remainder and divisor for next step as divisor and dividend is that factors common between 225 and 115 are also common between 110(r) and 115(q).
To find the least common multiple (LCM) of 7, 8, and 10, we first need to find the prime factorization of each number. The prime factorization of 7 is 7, 8 is 2^3, and 10 is 2 * 5. Then, we take the highest power of each prime factor that appears in any of the factorizations: 2^3 * 5 * 7 = 280. Therefore, the least common multiple of 7, 8, and 10 is 280.
how to change spark plugs and wiresi found this while surfing the internet trying to find out why my 1994 Mazda 626 misses while running hope it helps IntroductionA bad spark-plug wire can keep your car from running well or starting at all. You should replace the spark-plug wires every 30,000 miles (50,000 km), although a tune-up won't necessarily include this service. Unless you have asked for them to be replaced, your car's spark-plug wires may be quite old. InstructionsDifficulty: Moderately Easy Steps1 Step OnePurchase a set of spark-plug wires at an auto-parts store. It is also possible to buy a single wire if only one needs replacing.2Step TwoClick to enlargeLook under the hood to find the spark-plug wires.3Step ThreePull off one spark-plug wire at a time by grasping it at the base of the wire. Use a spark-plug wire puller or just your fingers.4Step FourMatch it up by length with a new plug wire. Each spark-plug wire is a specific length, so make sure to replace the wire with one of exactly the same length.5Step FiveAttach the new wire to the spark plug on one end and to the distributor cap on the other end. Listen for a small click or pop as you connect the wire.6Step SixRepeat steps 3 through 5 for all the other plug wires.7Step SevenReplace the coil wire (if your car has one). This is the wire that goes from the middle of the distributor cap to the coil. Use the same method as for replacing the other plug wires.