1. Eatimate the value of V50. Use a number ine to help you locate the plosest perfect squares. We know VSd is between and Determine which perfect square it io closest to: 50 is - 50 is oway from 42 away from 64 Since 50 is closer to 49, the square root of 50 than will be closer to It ahould be Just a little over 7. A good decimal estimate would be

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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1. Estimate the value of V50.
2. Eatimate the value of V22.
Use a number line to he lp you locate the
closest perfect squares.
V2z is between
ond
but
closer to
Decimal estimate: V22 -
We know v50 is between
and
Determine which perfect square it ie closest
to:
3. Estimate the value of VTO3.
away from 49
away from 64
50 is
50 is
Since 50 is closer to 4a, the square root of 50
will be oloser to
than
VT03 is between
and
but
It should be
just a little over 7.
closer to
Decimal estimate: V103N
A good decimal estimate would be
Transcribed Image Text:1. Estimate the value of V50. 2. Eatimate the value of V22. Use a number line to he lp you locate the closest perfect squares. V2z is between ond but closer to Decimal estimate: V22 - We know v50 is between and Determine which perfect square it ie closest to: 3. Estimate the value of VTO3. away from 49 away from 64 50 is 50 is Since 50 is closer to 4a, the square root of 50 will be oloser to than VT03 is between and but It should be just a little over 7. closer to Decimal estimate: V103N A good decimal estimate would be
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