【题目】Write in Exponential Form log base b of m=(log base a of m)( log base a of b)log_b(m)=(log_a(m))/(log_a(b)) 相关知识点: 试题来源: 解析 【解析】For logarithmic equations, log,(r)=y is equivalent to b^y=x such that x0 , b0 , and b≠1. In this,b=,x=...
For logarithmic equations, ( ((log))_b(x)=y) is equivalent to ( b^y=x) such that ( x>0), ( b>0), and ( b≠ 1). In this case, ( b=x), ( x=1/(49)), and ( y=2).( b=x)( x=1/(49))( y=2)Substitute the values of ( b), ( x), and ( y) into th...
百度试题 结果1 题目Write in exponential form. Use a whole number as the base. 16⋅ 16⋅ 16⋅ 16⋅ 16 相关知识点: 试题来源: 解析 ( 16)^5 反馈 收藏
Calculate: (Write the answer using exponential form) ①2100×2111= ②(−410)3= ③(−13)10×95= 相关知识点: 试题来源: 解析 2211;−430;1 ①2100×2111=2211 ②(−410)3=−430 ③(−13)10×95=(−13)10×310=1反馈 收藏 ...
Write in Exponential Form natural log of 5=x ln(5)=x(5)= For logarithmicequations,logb(x)=ylogb(x)=yisequivalenttoby=xby=xsuch thatx>0x>0,b>0b>0, andb≠1b≠1. In this case,b=eb=e,x=5x=5, andy=xy=x. b=eb=e
McElroy, James. How To Write In Exponential Form last modified March 24, 2022. https://www.sciencing.com/write-exponential-form-8467426/ Recommended How Science Plans To Bring The Tasmanian Tiger Back From Extinction There are many reasonswhy plants and animals go extinct, but in the case of...
Step by step video & image solution for Simplify and write the in the exponential form: 10^(2)xx7^(0)+3^(3)xx2^(2) by Maths experts to help you in doubts & scoring excellent marks in Class 6 exams.Updated on:21/07/2023Class...
If it is not possible to evaluate or simplify algebraically, find an approximate answer using a calculator. Rewrite the expression in exponential form. 8th root of z^7 1. Write the expression as a power of e. a. 4^{- \pi} b. 10^{x^2} 2. Evaluate the expression. a. \log_{...
Answer to: Write the following exponential function in the form Q = a*b^t, and identify the initial value and the growth factor. Q = 250*5^-2t-1 By...
解析 109. 100=22×52, so, the number of its factors would be (2+1)×(2+1)=9. Each two of its factors, except for 10, can form a pair whose product is 100. Thus, we can make (9−1)÷2=4 pairs in total. So, the product of all the factors is 1008÷2×10=109....