How do you solve #2x + 5 = 17#?

3 Answers

#x = 6#

Explanation:

This is a question having to do with basic algebra:

Step 1: Isolate the variable. Subtract #5# from both sides:

#2x + 5 - 5 = 17 - 5#

#2x = 12#

Step 2: Solve. Divide both sides by #2#

#(2x)/2 = 12/2 #

#x = 6#

Therefore,

#x = 6#

Dec 13, 2017

Subtract 2 from both sides
#2x+cancel5-cancel5=17-5#
You get
#2x=12#
Divide 2 from both sides
#(cancel2 x)/cancel2=cancel12^6/cancel2^1#
You get
#x=6#
Check:
#2xx6+5=17#
#12+5=17#
#17=17#
Hens, proved

Dec 16, 2017

Graphical interpritation:

Explanation:

The lines: #y = 2x+5# and #y =17 #

The intisection shows the solution:

#=> x = 6 #