Question

Prove that X to the power zero=1

Answer 1

Heya ......!

$To \: Prove \: = >$
${x}^{0} = 1$
$We \: Know \: That \: {x}^{0} = x \times x$
$We \: All \: Know \: 1 - 1 = 0$
${x}^{0} = {x}^{1 - 1}$
${x}^{0} = \: {x}^{1} \times {x}^{ - 1}$
${x}^{0} = {x}^{1} \times1 \div {x}^{1}$
$Where \: {x}^{1} \: Gets \: Cancelled$
${x}^{0} = 1$

Hence Proved ..!

Answer 2

⏩hello friend⏪


☺here is ur answer☺

☁To Prove→ 
{x}^{0} = 1x0=1 

We Know That {x}^{0} = x \times

xWeKnowThatx0=x×x 

0WeAllKnow1−1=0 

→{x}^{0} = {x}^{1 - 1}x0=x1−1 
→{x}^{0} = {x}^{1} \times {x}^{ - 1}x0=x1×x−1 
→{x}^{0} = {x}^{1} \times1 \div {x}^{1}x0=x1×1÷x1 
Where {x}^{1} hets Cancelled Where x1 Gets Cancelled 


→{x}^{0} = 1x0=1 

Hence Proved ..!

@!@!@!@!@!

hope it helps☑_______with reGarDs ============== SnehaG☑