Rewrite ½in(x) + In(x2 + 2x + 1) – 2In(x + 1) as a single logarithm in simplest form. Express all factors as exponents
Rewrite ½in(x) + In(x2 + 2x + 1) – 2In(x + 1) as a single logarithm in simplest form
Rewrite the left-hand side as a single logarithm and solve for x. Show your work using the fx tool. log(x) - log(2x - 3)=log(5)
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(1 point) Rewrite the expression below as a single logarithm. 3 logo x – 5 logo y + 5 logo z = logo (1 point) Rewrite the expression 4 log2 x – 2 log2 y + 5 log2 z as log2 A for A= (1 point) Rewrite the expression logio yoyo = 10810x+ logo + logo z (1 point) Expand using the properties of the logarithm. log: txan log; x+ logz y- log: 2 (1 point) Find the...
Rewrite the expressions as a single logarithm. log. x-3 -2 log.y-3log. x+1
Rewrite this formula as an infinite series using 15) Rewrite f(x) = in the form x2 - 2x+1 our geometric series template. 1-something
1. Use sign analysis to solve x2 + 2x 53 and write interval notation. the your inequality it bord answer in 2. Simplify cos (1 - 0) 3. Solve 2 (x+2) = 168 analytically. Do not round. 4. Rewrite In (2x) + In (1) + logarithm. 4 In () 6) - 10(x) as a single
Rewrite the expression as a single logarithm ln A. ln(8)+ 2ln(x)+ 3ln(x^2+5) A=?
Rewrite 6 ln(x) using the power rule for logs to a single logarithm with a leading coefficient of 1. Expand logs (4) using the power rule for logs.
1.1 Solve for x. Leave your answer in simplest surd form where necessary. 1.1.1. (2x + 5)(x2 - 2) = 0 1.1.2. x2 - 4 25 1.1.3. 122x = 8.36* 1.2 Solve for x correct to one decimal place. x2 - 8x = 10 1.3 Solve for x and y simultaneously: 2x+1 = 47 and x² + 2y = 3
13. Rewrite the following expression as a single logarithm and simplify where possible: [5 Points) 4. log6x + log6(x - 1) -10964 14. Use the Remainder Theorem to determine if (x - 4) is a factor of f(x) = x3 – 3x2 - 10x + 25. If it is a factor, use polynomial or synthetic division to help you rewrite f(x) in fully factored form. [5 Points]
write each as a single logarithm 1/2ln(x2+1)-4ln1/2-1/2[ln(x-4)+ln x]