find the value of x for which (2/5)^4×(2/5)^_7=(2/5)^2x+1
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Answered by
2
Answer:
(2/5) ^4×(2\5) ^7=(2/5) ^2x+1
(2/5)^4+7=(2/5)^2x+1
(2/5)^11=(2/5)^2x+1
11=2x+1
11-1=2x
10=2x
10/2=x
5=x
therefore, x=5
Answered by
0
Answer: x=5
Step-by-step explanation: due to the property of exponents, you can simplify this to 4 + 7 = 2x+1, therefore, 11-1=2x, 10=2x, x=5
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