Question

find the value of (2^5)^11×(2^15)^4-(2^5)^18×(2^5)^5

Answer 1

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Here is your answer

$( {2}^{5} ) {}^{11} \times ( {2}^{15} )4 - ( {2}^{5} ) {}^{18} \times ({2}^{5} ) {}^{5} \\ = {2}^{5 \times 11} \times {2}^{15 \times 4} - {2}^{5 \times 18} \times {2}^{5 \times 5} \\ = {2}^{55} \times {2}^{60} - {2}^{90} \times {2}^{25} \\ = {2}^{55 + 60} - {2}^{90 + 25} \\ = {2}^{115} - {2}^{115} \\ = 0$

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Answer 2

Hi friends

Here is your answer

$( {2}^{5} ) {}^{11} \times ( {2}^{15} )^4 - ( {2}^{5} ) {}^{18} \times ({2}^{5} ) {}^{5} \\ = {2}^{5 \times 11} \times {2}^{15 \times 4} - {2}^{5 \times 18} \times {2}^{5 \times 5} \\ = {2}^{55} \times {2}^{60} - {2}^{90} \times {2}^{25} \\ = {2}^{55 + 60} - {2}^{90 + 25} \\ = {2}^{115} - {2}^{115} \\ = 0$

Hope it helps you

@ MSD