Algebra 2 games online
Introduction :
Algebra 2 games online:
Algebra 2 games online 1 - equation solving game:
Algebra 2 games online 2 - graph plotting game:
b) X = -1
c) X = 4 or -1
d) None of these
Solution:
|8 + 12| = 24 – 4
|20| = 20
20 = 20.
Algebra 2 games online exercises:
- Let us study about algebra 2 games online. Basically algebra is said to be as one of the branch of mathematics. Usually it deals with the study of operations and relations rules by involving problems like polynomials, linear equations, etc.
- Algebra 2 problems also seemed to be involved in online as games based upon their solving method. Examples and their solutions to some of the algebra 2 online based games are discussed.
Algebra 2 games online:
Algebra 2 games online 1 - equation solving game:
- Solve the following equation `(3/9)` x + 9 = 17.
- The given equation is `(3/9)` x + 9 = 17
- Subtract 9 from both the sides and then the equation will be as follows:
- Then multiply each side by 9/3 which is the reciprocal of 3/9, we get equation as
- After simplification the equation will be as x = 8 x 3
- Therefore the solution is found to be as x = 24
Algebra 2 games online 2 - graph plotting game:
- Graph the following All Real Numbers -1.8, `sqrt(3)` and `5/2.`
- Since the square root value of 3 is 1.732 the nearest and approximate value is considered as 1.7 to plot the graph.
- Then the value `5/2 ` = 2 `(1/2)` = 2.5 and it is used to mark in the graph.
- Which of the following option is the solution of the equation |2x + 12| = 6x – 4?
b) X = -1
c) X = 4 or -1
d) None of these
Solution:
- The option (a) x = 4 is the right option since it satisfies the above equation condition as follows:
|8 + 12| = 24 – 4
|20| = 20
20 = 20.
Algebra 2 games online exercises:
- Factorization games:
- Factor x2 – 2x – 48. (Answer:(x -8) (x + 6))
- Factor the quadratic expression 16y2 – 225. (Answer: (4y – 15) (4y + 15))
- Solving games:
- Simplify the expression 3 `sqrt(12)` * `sqrt(6)` . (Answer: 18 `sqrt(2)` )
- Solve x2 + 6x - 8 = 0 by completing the square. (Answer: -3 + `sqrt(17)` and -3 – `sqrt(17)` )