42.66 / 22 = 1.939, So if you are estimating than anything that is 5 or over is estimated to the top, and anything 4 or less is estimated to the bottom. So in this case 1.939 is estimated to 1.94
It is given that <u>QS bisects ∠PQR</u>. So, ∠PQS ≈ ∠<u>SQR</u> by the definition of the term bisect. Therefore, m∠PQS <u>=</u> m∠SQR by the angle congruence postulate. It is <u>given</u> that m∠PQS is 45°, so 45° = m∠SQR by the <u>Linear Pair Postulate</u> property of equality. m∠PQS + m∠SQR = m∠PQR by the <u>Angle Additional Postulate</u>, so 45° + 45° = m∠PQR by the substitution property of equality, and simplifying gives 90° = m∠<u>PQR</u>. Therefore, ∠PQR is a <u>right angle</u> angle by the definition of the term right angle.
The answer should be 164,340.
Answer:
2.45x10^3
3.13x10^1
4.987
1.157x10^-4
Step-by-step explanation:
I have assumed that 1.1.57 = 1.157 and the same with the second and third numbers.
3.13 * 10^1 = 31.3
1.157 * 10^-4 = 0.0001157
2.45 * 10^3 = 2450.
Answer:
The face value would be $75,000
Step-by-step explanation:
Maturity value = $76,386.99
Time = 90 days
Rate of interest = 7.5%
Let face value be 'x'
By using the formula
$76,386.99 =
Time in years =
⇒ $76,386.99 = x( 1 + 0.01849315 )
⇒ x =
x = $75,000
The face value would be $75,000