Table of Contents
What is the correct answer to 20 5 2?
hence, (20/5)*2 = 4*2 = 8 .
What is the result of 5 2 and 5 2?
Answer: The difference between both these numbers is 0(zero), because both the number 5/2 and 5/2,i.
What is Bodmas?
BODMAS is an acronym to help children remember the order of mathematical operations – the correct order in which to solve maths problems. Bodmas stands for B-Brackets, O-Orders (powers/indices or roots), D-Division, M-Multiplication, A-Addition, S-Subtraction.
What is the proper order to solve an equation?
The correct order of operations The order is this: Parenthesis, Exponents, Multiplication and Division, and finally Addition and Subtraction.
What will be the output of 5.0 2?
If we divide two integers, the result will be an integer. To get 2.5, at least one of the numerator or denominator must have a decimal(float) value. 5.0/2=2.5 or 5/2.0=2.5 or 5.0/2.0=2.5 but 5/2 = 2.
What is the value of double )( 5 2 in Java?
Why double = 5/2 is 2.0 in java?
What is 5 + 2(10) = 5 + 20 = 25?
5 + 2 (10) = 5 + 20 = 25 I prefer using brackets to eliminate any ambiguity. If you study mathematics at university you will find that your professors also prefer it. According to BODMAS rule we should prefer multiplication first and then addition therefore 2*10=20 and thn add 5 to the answer we will get 20+5=25
What is the value of 20+(3*6)?
Depending if there are parentheses or not, the answers can vary. If it is (20+3)*6 the answer is 138. If it is 20+ (3*6) it is 38. The parentheses position defines the result of the operation, so if the aren’t any, try and place them so the calculation is easier.
What is the value of 20+3*6 in DMAs?
According to DMAS (Divide Multiply Addition Subtraction) Rule, we have to perform the following operations first; It’s ambiguity. Depending if there are parentheses or not, the answers can vary. If it is (20+3)*6 the answer is 138. If it is 20+ (3*6) it is 38.
How do you evaluate 5 + 5×2?
You can evaluate the given numerical expression, 5 + 5 x 2, by using the correct order of operations as explained below: “Here is a summary of the ideas pertaining to simplifying numerical expressions. When evaluating a numerical expression, perform the operations in the following order. (1.)