a⁴/b³ = (a+a+a+a)/(b+b+b). State whether the given statement is true or false
Solution:
Given, a⁴/b³ = (a+a+a+a)/(b+b+b)
We have to determine if the statement is true or false.
Exponents are used to express large numbers in shorter form to make them easy to read, understand, compare and operate upon.
a × a × a × a = a⁴ (read as ‘a’ raised to the exponent 4 or the fourth power of a), where ‘a’ is the base and 4 is the exponent and a⁴ is called the exponential form.
a × a × a × a is called the expanded form.
The expanded form of a⁴ = a × a × a × a
The expanded form of b³ = b × b × b
Therefore, a⁴/b³ = (a × a × a × a)/(b × b × b).
✦ Try This: x⁴/y² = (x+x+x+x)/(y+y). State whether the given statement is true or false
☛ Also Check: NCERT Solutions for Class 7 Maths Chapter 13
NCERT Exemplar Class 7 Maths Chapter 11 Sample Problem 7
a⁴/b³ = (a+a+a+a)/(b+b+b). State whether the given statement is true or false
Summary:
The given statement,”a⁴/b³ = (a+a+a+a)/(b+b+b)” is false.
☛ Related Questions:
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