Class VII

Zero power with variable bases

Interactive practice questions

Fill in the missing value to complete the pattern.

$k^4=1\times k\times k\times k\times k$`k`4=1×`k`×`k`×`k`×`k`
$k^3=1\times k\times k\times k$`k`3=1×`k`×`k`×`k`
$k^2=1\times k\times k$`k`2=1×`k`×`k`
$k^1=1\times k$`k`1=1×`k`
$k^0$`k`0$=$=$\editable{}$

Easy

< 1min

Let's explore how to use index laws to find the value of $g^0$g0.

Easy

1min

Fill in the missing power to make the equation true.

Easy

< 1min

Evaluate $741^0$7410.

Easy

< 1min

Outcomes

7.NS.P.2

Laws of exponents (through observing patterns to arrive at generalisation.) (i) a^m .a^n = a^(m+n) (ii) (a^m)^n = a^mn (iii) a^m / a^n = a^ (m-n) where m - n a member of N

Zero power with variable bases

Interactive practice questions

Outcomes

7.NS.P.2

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