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Classic Graphing 84 manual · Chapter 3 of 25

Calculations on the home screen

Arithmetic, order of operations, negative numbers, scientific notation, the last answer and repeating entries.

3.1Order of operations#

The calculator works out brackets first, then powers and roots, then multiplication and division, then addition and subtraction. Use brackets whenever you want a different order.

Example 3.1

Powers are worked left to right

  1. Type 2 ^ 3 ^ 2. The calculator reads it as (2^3)^2, so the answer is 64, not 512. Use brackets around 3^2 if you want the other order.

    2^3^2enter
Result of the example "Powers are worked left to right" The display shows: 2^3^2 / 64.
You should see2^3^2 64
Example 3.2

Divide a sum

  1. Put brackets around a sum you want to divide: (1 + 5) ÷ 3.

    (1+5)÷3enter
Result of the example "Divide a sum" The display shows: (1+5)/3 / 2.
You should see(1+5)/3 2

A number next to a bracket, a variable or a constant is multiplied, so 3(4) is 12 and 2π is 6.28…. You do not need to type the times sign.

Example 3.3

Multiply without the times key

  1. Type 3(4) and press enter.

    3(4)enter
  2. Then type 2π and press enter.

    22ndπ^enter
Result of the example "Multiply without the times key" The display shows: 3(4) / 12 / 2π / 6.283185307.
You should see3(4) 12 6.283185307

3.2Negative numbers and subtraction#

There are two different keys. − is the subtraction sign between two numbers. (−) is the negative sign in front of one number, and it shows on screen as a small raised minus, like ⁻3. Using the wrong one gives a syntax error.

Example 3.4

Subtract to get a negative

  1. Type 2 − 5.

    2−5enter
Result of the example "Subtract to get a negative" The display shows: 2−5 / ⁻3.
You should see⁻3
Example 3.5

The sign belongs to the number, but the square comes first

  1. Type (−)2 then the square key. The answer is −4 because the square is worked out before the sign.

    (−)2x²enter
Result of the example "The sign belongs to the number, but the square comes first" The display shows: ⁻2² / ⁻4.
You should see⁻2² ⁻4
Example 3.6

Square a negative number

  1. Put the negative number in brackets: (−2) squared.

    ((−)2)x²enter
Result of the example "Square a negative number" The display shows: (⁻2)² / 4.
You should see(⁻2)² 4

3.3Scientific notation and big numbers#

Answers show up to 10 digits. Numbers of 10 digits or more, and numbers smaller than 0.001, switch to scientific notation: 1.23E11 means 1.23 × 10¹¹. To type a number like that yourself, press 2ndEE, (the ᴇ sign) after the first part.

Example 3.7

Type a power of ten

  1. Type 1, then 2nd comma, then 12.

    12ndEE,12enter
Result of the example "Type a power of ten" The display shows: 1ᴇ12 / 1E12.
You should see1E12
Example 3.8

A big product

  1. Multiply 123456789 by 1000.

    123456789×1000enter
Result of the example "A big product" The display shows: 123456789*1000 / 1.23456789E11.
You should see1.23456789E11
Example 3.9

A tiny number

  1. Type .0001.

    .0001enter
Result of the example "A tiny number" The display shows: .0001 / 1E⁻4.
You should see1E⁻4

Numbers too large for the calculator (around 10 to the power 100) give an OVERFLOW error. To show every answer in scientific or engineering notation, change the display mode (see the modes chapter).

3.4Decimals and exact arithmetic#

The calculator works in decimal with extra hidden digits and shows 10 significant digits. That means 0.1 + 0.2 is exactly 0.3, and 1/3 × 3 is exactly 1.

Example 3.10

No binary rounding errors

  1. Type .1 + .2.

    .1+.2enter
Result of the example "No binary rounding errors" The display shows: .1+.2 / .3.
You should see.1+.2 .3
Example 3.11

A repeating decimal

  1. Type 1 ÷ 3. Ten digits are shown.

    1÷3enter
Result of the example "A repeating decimal" The display shows: 1/3 / .3333333333.
You should see.3333333333
Example 3.12

Square root

  1. Press 2nd then the x² key to get the square root sign, type 2 and close the bracket.

    2nd√x²2)enter
Result of the example "Square root" The display shows: √(2) / 1.414213562.
You should see1.414213562

3.5Use the last answer (Ans)#

Every answer is remembered as Ans. Press 2ndANS(−) to type Ans in a new calculation. If you start a new line with an operator such as +, ×, ^ or x², the calculator types Ans for you.

Example 3.13

Keep working with the last answer

  1. Calculate 4².

    4x²enter
  2. Type + 1 and press enter. Ans is added for you.

    +1enter
  3. Type + 1 again.

    +1enter
Result of the example "Keep working with the last answer" The display shows: 4² / 16 / Ans+1 / 17 / Ans+1 / 18.
You should seeAns+1 17 18
Example 3.14

Type Ans yourself

  1. Calculate 7.

    7enter
  2. Press 2nd then the (−) key for Ans, then the x² key.

    2ndANS(−)x²enter
Result of the example "Type Ans yourself" The display shows: 7 / 7 / Ans² / 49.
You should seeAns² 49

3.6Repeat or recall an entry#

Pressing enter on an empty line runs the last entry again. This is handy for repeated steps such as "multiply the last answer by 3". Press 2ndENTRYenter (ENTRY) to bring back earlier entries to edit: once for the last entry, twice for the one before.

Example 3.15

Run the same step again

  1. Calculate 2, then Ans × 3.

    2enter2ndANS(−)×3enter
  2. Press enter on the empty line.

    enter
Result of the example "Run the same step again" The display shows: 2 / 2 / Ans*3 / 6 / Ans*3 / 18.
You should seeAns*3 6 18
Example 3.16

Recall two entries back

  1. Calculate 1 + 1, then 2 + 2.

    1+1enter2+2enter
  2. Press 2nd enter twice. The older entry returns.

    2ndENTRYenter2ndENTRYenter
Result of the example "Recall two entries back" The display shows: 1+1 / 2 / 2+2 / 4 / 1+1.
You should see1+1

TI-84 Plus CE is a trademark of Texas Instruments Incorporated. Trident Calculator is an independent product by South View Studios and is not affiliated with, sponsored by or endorsed by Texas Instruments. The name is used only to describe the kind of calculator this model resembles; Trident's names, keys, display, fonts and software are its own clean-room design.