Question

13. Find the smallest positive number, n, such that $2n + 1$ and $3n + 1$ are both square numbers. 14. The area of the following quadrilateral can be written as $a + \sqrt{b}$ where a and b are whole numbers. 3 cm 2 cm I 1 cm 2 cm

          13. Find the smallest positive number, n, such that $2n + 1$ and $3n + 1$ are both square numbers.
14. The area of the following quadrilateral can be written as $a + \sqrt{b}$ where a and b are whole numbers.
3 cm
2 cm
I
1 cm
2 cm

13. Find the smallest positive number, n, such that 2n + 1 and 3n + 1 are both square numbers.
14. The area of the following quadrilateral can be written as a + √(b) where a and b are whole numbers.
3 cm
2 cm
I
1 cm
2 cm

Added by George S.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

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Solved by Expert Jim Long

Step 1

Find the smallest positive number, n, such that 2n + 1 and 3n + [ are both square numbers: To solve this problem, we need to find a number, n, that satisfies the given conditions. Let's start by assuming n is a positive integer. We are given that 2n + 1 and 3n + Show more…

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please do Q.13 only in 20 minutes... I'll give you up thumb definitely 13. Find the smallest positive number, n, such that 2n + 1 and 3n + [ are both square numbers 14. The area of the following quadrilateral can be written as a + Vbwhere a and b are whole numbers: 3cm 2cm cm 2cm