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The sum of 4 consecutive integers is 182 What is the first integer?
Wiki User
∙ 14y ago
The first integer is 44.
Wiki User
∙ 14y ago
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What are 4 consecutive integers of the sum of 182?
182/4 = 45.5 so of the four numbers 45 will be the second 44 + 45 + 46 + 47 = 89 + 93 = 182
What are the two consecutive numbers that equal 362?
The two consecutive even numbers are 180 and 182.
What Two consecutive numbers with product 182?
13 and 14
List 2 consecutive numbers that add up to 182?
184
Why is 360 not a square number?
It is not a perfect square because 182 = 324 and 192 = 361 Therefore, there is no integer which can be squared to equal 360.
Two consecutive integers for 182?
13 x 14 = 182
The product if two consecutive integers is 182?
13 x 14 = 182
Find two consecutive integers that have products of 182?
The integers are 13 and 14.
What are two consecutive integers that have a product of 182?
13 and 14
What are 2 consecutive numbers that are equal to 182?
There are two consecutive even integers: 90 and 92.
What is sum of three consecutive even integers that equals 546?
The integers are 180, 182 and 184.
Find two consecutive negative integers whose product is 182?
-13*-14 = 182
182 is the product of 2 consecutive integers but the answer is not unique?
The numbers are 13 and 14.
What are 4 consecutive integers of the sum of 182?
182/4 = 45.5 so of the four numbers 45 will be the second 44 + 45 + 46 + 47 = 89 + 93 = 182
Find two consecutive integers that have a product of 182?
13 and 14. Also negative 13 and negative 14.
What are two consecutive integers whose product is 168?
Yeah, those two integers don't exist 12 x 13 is 156 - too low the very next integers or too high 13 x 14 is 182 - too high if it helps 12 x 14 is 168, but these are not consecutive
What are two consecutive integers have a product of 182?
One way to find out is write a formula. Let N and N+1 be the two integers, then N(N+1) = 182 N^2 + N - 182 = 0 This is a quadratic equation. If the factors are not obvious, (N -13)(N + 14) , then use the quadratic formula to find N. The factors tell you there are two possible solutions for N; 13 and -14. Now add 1 to these to get the two consecutive integers. 13 & 14 will work and -14 & -13 will work.
