WebbThe product of two consecutive integers, n and n + 1, is 42. What is the positive integer that satisfies the situation? Solution Verified Step 1 1 of 6 We need to determine the positive integer nnnsuch that the product of nnnand n+1n+1n+1is equal to 42. n(n+1)=42n(n+1)=42 n(n+1)=42 Step 2 2 of 6 Webb(2X + 2) is then the consecutive even number. Note: The use of X and (X + 1) will also work in this case because the answer is known to be even. Depending on the information …
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Webb(2X + 2) is then the consecutive even number. Note: The use of X and (X + 1) will also work in this case because the answer is known to be even. Depending on the information given it my be wiser to use the 2X method which is a broader approach. Given: 2X + (2X + 2) = 42 4X = 40 2X = 20. 2X, (not X), is the first number. the second is (2X + 2) WebbThe product of two consecutive integers is 42. Find all such pairs of integers. The positive set of integers: x = and x+1 = The negative set of integers: x = and x+1 = This problem … chua bus service
What two consecutive even integers have a sum of 42? - Quora
WebbThe product of two positive consecutive integers is 462. Find those numbers. Easy Solution Verified by Toppr Let the integers be x & x+1 Then, x(x+1)=462 ⇒x 2+x−462=0 … Webb10 apr. 2024 · Hint: The product of two roots is given. So the value of the $1^{st}$ multiplied by the $2^{nd}$ root is 240. Then we need to equate the two and find the value of the root. Complete step by step solution: Given, The product of two consecutive positive integers is 240. We need to select two consecutive i.e. values which come after each … Webb9 apr. 2024 · Let x be the smallest positive integer. So, (x + 1) is the consecutive positive integer greater than x. Now it is given that the product of two consecutive positive integers is 306. So, first form the quadratic equation. $ \Rightarrow x\left( {x + 1} \right) = 306$ Now simplify the above equation we have, $ \Rightarrow {x^2} + x - 306 = 0$ chua chocolate bars