Question

Find three consecutive even integers such that 3 times the first is 26 less than twice the sum of the last two.

Answer #1

find three consecutive integers with a sum of the first and third
equal the sum of 1.5

1.The three sides of a triangle are consecutive even integers.
If the perimeter (sum of the three sides) of the triangle is 318
feet, find the length of each side of the triangle.
2.The three sides of a triangle are consecutive integers. If the
perimeter (sum of the three sides) of the triangle is 486 yards,
find the length of each side of the triangle.

When the smallest of three consecutive odd integers is added to
four times the largest, it produces a result 729 more than four
times the middle integer. Find the numbers and check your
answer.

The sum of three numbers is−2. The sum of twice the first
number, 3 times the second number, and 4 times the third number
is−15. The difference between 5 times the first number and the
second number is 28. Find the three numbers.(Set up variable(s),
set up equation(s) and then solve the equation(s) to answer the
question.)

Five consecutive positive integers , p, q, r,s,t, each less than
10,000, produce a sum which is a perfect square, while the sum q+ r
+ s is a perfect cube. What is the value of the square root of
p+q+r+s+t ?

Prove deductively that for any three consecutive odd integers,
one of them is divisible by 3

the
length of a rectangle is 3 ft less than twice the width. the area
of the rectangle is 27 ft^2. find the dimensions

The sum of three numbers is 30. One of the numbers is 5 more
than twice a second number and 5 less than the third number. What
are the numbers?

The sum of three numbers is 31. The first number is three times
the third number. The sum of the second and third number is one
more than the first number. What are the numbers.
Thank You for your time.

A fair six-sided die is tossed twice. Consider the following
events:
1. A : First toss yields an even number.
2. B : Second toss yields an odd number.
3. C : Sum of two outcomes is even.
Find P(A), P(B), P(C), P(B ∩ C), P(C|B), P(C|A ∩ B) and
P(B|C).

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