6=5. Which is not a correct problem, but technically is a problem if you look at the definition for "problem"
The problem is incomplete as you wrote it. There needs to be a part in the problem where they tell you what 3 less than the quotient of number and 5 is equal to.The question as you wrote it is expressed as:(x/5)-3To solve for "x" you need to know what the equation is equal to.Example :If 3 less than the quotient of number and 5 is equal to (for example) 10, the equation will be expressed as:(x/5)-3= 10Adding 3 to each side of the equal sign produces x/5 = 13To get the "x" by-itself, you need to multiply both side of the equal sign by 5.(x/5)(5)=13(5)x = 65
(3.2 / 5)m = 3 multiply both sides by (5 / 3.2) m = 3 * 5 / 3.2 The algebra problem is now basic math. m = 4.6875 Check: 3.2(4.6875) / 5 = 3 15 / 5 = 3 ■
5 * 5 - (3 / 3) = 24
given(statement)- If 2+3=5, then 5=2+3 inverse- If 2+3 is not equal to 5, then 5 is not equal to 2+3
1
3/4 is not equal to it.
3 : 5 = 6 : 10
3/5 = 0.6
-(3/3)+(5*5)
3 + 4 = 7, it's not equal to 5, you must have mistaken that for 3 + 2, which gives you 5.
3^5 is equal to 243.